numbers-0.2.2/0000755000000000000000000000000011361637013011665 5ustar rootrootnumbers-0.2.2/ndb/0000755000000000000000000000000011361372163012432 5ustar rootrootnumbers-0.2.2/ndb/atom/0000755000000000000000000000000011356424675013404 5ustar rootrootnumbers-0.2.2/ndb/atom/atomic-weight.txt0000644000000000000000000000563211353152535016702 0ustar rootroot# atom-weight.ndb, 26 Mar 10 # Pure & Applied Chemistry, vol 81, No 11. pp 2131-2156 (2009) ! title atom-weight ! msgpostfix atomic weight\n 1.00794(7)2 | Hydrogen H 4.002602(2)2 | Helium He 6.941(2)2 | Lithium Li 9.012182(3) | Beryllium Be 10.811(7)2 | Boron B 12.0107(8)2 | Carbon C 14.0067(2)2 | Nitrogen N 15.9994(3)2 | Oxygen O 18.9984032(5) | Fluorine F 20.1797(6)2 | Neon Ne 22.98976928(2) | Sodium Na 24.3050(6) | Magnesium Mg 26.9815386(8) | Aluminium Al 28.0855(3)4 | Silicon Si 30.973762(2) | Phosphorus P 32.065(5)2 | Sulfur S 35.453(2)2 | Chlorine Cl 39.948(1)2 | Argon Ar 39.0983(1) | Potassium K 40.078(4)2 | Calcium Ca 44.955912(6) | Scandium Sc 47.867(1) | Titanium Ti 50.9415(1) | Vanadium V 51.9961(6) | Chromium Cr 54.938045(5) | Manganese Mn 55.845(2) | Iron Fe 58.6934(4) | Nickel Ni 58.933195(5) | Cobalt Co 63.546(3)4 | Copper Cu 65.38(2) | Zinc Zn 69.723(1) | Gallium Ga 72.64(1) | Germanium Ge 74.92160(2) | Arsenic As 78.96(3)4 | Selenium Se 79.904(1) | Bromine Br 83.798(2)2 | Krypton Kr 85.4678(3)2 | Rubidium Rb 87.62(1)2 | Strontium Sr 88.90585(2) | Yttrium Y 91.224(2)2 | Zirconium Zr 92.90638(2) | Niobium Nb 95.96(2)2 | Molybdenum Mo #[98]1 | Technetium Tc 101.07(2)2 | Ruthenium Ru 102.90550(2) | Rhodium Rh 106.42(1)2 | Palladium Pd 107.8682(2)2 | Silver Ag 112.411(8)2 | Cadmium Cd 114.818(3) | Indium In 118.710(7)2 | Tin Sn 121.760(1)2 | Antimony Sb 127.60(3)2 | Tellurium Te 126.90447(3) | Iodine I 131.293(6)2 | Xenon Xe 132.9054519(2) | Caesium Cs 137.327(7) | Barium Ba 138.90547(7)2 | Lanthanum La 140.116(1)2 | Cerium Ce 140.90765(2) | Praseodymium Pr 144.242(3)2 | Neodymium Nd #[145]1 | Promethium Pm 150.36(2)2 | Samarium Sm 151.964(1)2 | Europium Eu 157.25(3)2 | Gadolinium Gd 158.92535(2) | Terbium Tb 162.500(1)2 | Dysprosium Dy 164.93032(2) | Holmium Ho 167.259(3)2 | Erbium Er 168.93421(2) | Thulium Tm 173.054(5)2 | Ytterbium Yb 174.9668(1)2 | Lutetium Lu 178.49(2) | Hafnium Hf 180.94788(2) | Tantalum Ta 183.84(1) | Tungsten W 186.207(1) | Rhenium Re 190.23(3)2 | Osmium Os 192.217(3) | Iridium Ir 195.084(9) | Platinum Pt 196.966569(4) | Gold Au 200.59(2) | Mercury Hg 204.3833(2) | Thallium Tl 207.2(1)2 | Lead Pb 208.98040(1) | Bismuth Bi #210 | Polonium Po #210 | Astatine At #222 | Radon Rn #223 | Francium Fr #226 | Radium Ra #227 | Actinium Ac 232.03806(2)1 | Thorium Th 231.03588(2)1 | Protactinium Pa 235.0439299 | Uranium U235 238.0508 | Uranium U238 numbers-0.2.2/ndb/contrib/0000000000175600010010000000000011354726046012273 5ustar numbers-0.2.2/ndb/contrib/all.txt0000000000175600010010000000006411354724731013606 0ustar # # contrib/all.txt, 31 Mar 10 !include window.txt numbers-0.2.2/ndb/contrib/window.txt0000000000175600010010000000116111354726504014344 0ustar # # window.txt, 31 Mar 10 # # Digital signal processing windowing functions. # !fuzz 0.001 !msgpostfix Hamming window function\n !need all 0.53836 0.46164 !fuzz 0.000001 !msgpostfix Nuttall window function, continuous first derivative\n !need all 0.355768 0.487396 0.144232 !fuzz 0.00001 !msgpostfix Blackman–Harris window function\n !need all 0.35875 0.48829 0.01168 !fuzz 0.000001 !msgpostfix Blackman–Nuttall window function\n !need all 0.3635819 0.4891775 0.1365995 0.0106411 !fuzz 0.0001 !msgpostfix Flat top window function\n !need all 1.0 1.93 1.29 0.388 0.032 numbers-0.2.2/ndb/maths/0000755000000000000000000000000011361630436013546 5ustar rootrootnumbers-0.2.2/ndb/maths/power-of-2.txt0000644000000000000000000003561411360216773016220 0ustar rootroot# power-of-2.txt, 3 Apr 10 !msgpostfix \n #1.0000000000000000000000000000000000000000e+00 | 2^0 #2.0000000000000000000000000000000000000000e+00 | 2^1 #4.0000000000000000000000000000000000000000e+00 | 2^2 #8.0000000000000000000000000000000000000000e+00 | 2^3 #1.6000000000000000000000000000000000000000e+01 | 2^4 #3.2000000000000000000000000000000000000000e+01 | 2^5 #6.4000000000000000000000000000000000000000e+01 | 2^6 #1.2800000000000000000000000000000000000000e+02 | 2^7 #2.5600000000000000000000000000000000000000e+02 | 2^8 #5.1200000000000000000000000000000000000000e+02 | 2^9 1.0240000000000000000000000000000000000000e+03 | 2^10 2.0480000000000000000000000000000000000000e+03 | 2^11 4.0960000000000000000000000000000000000000e+03 | 2^12 8.1920000000000000000000000000000000000000e+03 | 2^13 1.6384000000000000000000000000000000000000e+04 | 2^14 3.2768000000000000000000000000000000000000e+04 | 2^15 6.5536000000000000000000000000000000000000e+04 | 2^16 1.3107200000000000000000000000000000000000e+05 | 2^17 2.6214400000000000000000000000000000000000e+05 | 2^18 5.2428800000000000000000000000000000000000e+05 | 2^19 1.0485760000000000000000000000000000000000e+06 | 2^20 2.0971520000000000000000000000000000000000e+06 | 2^21 4.1943040000000000000000000000000000000000e+06 | 2^22 8.3886080000000000000000000000000000000000e+06 | 2^23 1.6777216000000000000000000000000000000000e+07 | 2^24 3.3554432000000000000000000000000000000000e+07 | 2^25 6.7108864000000000000000000000000000000000e+07 | 2^26 1.3421772800000000000000000000000000000000e+08 | 2^27 2.6843545600000000000000000000000000000000e+08 | 2^28 5.3687091200000000000000000000000000000000e+08 | 2^29 1.0737418240000000000000000000000000000000e+09 | 2^30 2.1474836480000000000000000000000000000000e+09 | 2^31 4.2949672960000000000000000000000000000000e+09 | 2^32 8.5899345920000000000000000000000000000000e+09 | 2^33 1.7179869184000000000000000000000000000000e+10 | 2^34 3.4359738368000000000000000000000000000000e+10 | 2^35 6.8719476736000000000000000000000000000000e+10 | 2^36 1.3743895347200000000000000000000000000000e+11 | 2^37 2.7487790694400000000000000000000000000000e+11 | 2^38 5.4975581388800000000000000000000000000000e+11 | 2^39 1.0995116277760000000000000000000000000000e+12 | 2^40 2.1990232555520000000000000000000000000000e+12 | 2^41 4.3980465111040000000000000000000000000000e+12 | 2^42 8.7960930222080000000000000000000000000000e+12 | 2^43 1.7592186044416000000000000000000000000000e+13 | 2^44 3.5184372088832000000000000000000000000000e+13 | 2^45 7.0368744177664000000000000000000000000000e+13 | 2^46 1.4073748835532800000000000000000000000000e+14 | 2^47 2.8147497671065600000000000000000000000000e+14 | 2^48 5.6294995342131200000000000000000000000000e+14 | 2^49 1.1258999068426240000000000000000000000000e+15 | 2^50 2.2517998136852480000000000000000000000000e+15 | 2^51 4.5035996273704960000000000000000000000000e+15 | 2^52 9.0071992547409920000000000000000000000000e+15 | 2^53 1.8014398509481984000000000000000000000000e+16 | 2^54 3.6028797018963968000000000000000000000000e+16 | 2^55 7.2057594037927936000000000000000000000000e+16 | 2^56 1.4411518807585587200000000000000000000000e+17 | 2^57 2.8823037615171174400000000000000000000000e+17 | 2^58 5.7646075230342348800000000000000000000000e+17 | 2^59 1.1529215046068469760000000000000000000000e+18 | 2^60 2.3058430092136939520000000000000000000000e+18 | 2^61 4.6116860184273879040000000000000000000000e+18 | 2^62 9.2233720368547758080000000000000000000000e+18 | 2^63 1.8446744073709551616000000000000000000000e+19 | 2^64 3.6893488147419103232000000000000000000000e+19 | 2^65 7.3786976294838206464000000000000000000000e+19 | 2^66 1.4757395258967641292800000000000000000000e+20 | 2^67 2.9514790517935282585600000000000000000000e+20 | 2^68 5.9029581035870565171200000000000000000000e+20 | 2^69 1.1805916207174113034240000000000000000000e+21 | 2^70 2.3611832414348226068480000000000000000000e+21 | 2^71 4.7223664828696452136960000000000000000000e+21 | 2^72 9.4447329657392904273920000000000000000000e+21 | 2^73 1.8889465931478580854784000000000000000000e+22 | 2^74 3.7778931862957161709568000000000000000000e+22 | 2^75 7.5557863725914323419136000000000000000000e+22 | 2^76 1.5111572745182864683827200000000000000000e+23 | 2^77 3.0223145490365729367654400000000000000000e+23 | 2^78 6.0446290980731458735308800000000000000000e+23 | 2^79 1.2089258196146291747061760000000000000000e+24 | 2^80 2.4178516392292583494123520000000000000000e+24 | 2^81 4.8357032784585166988247040000000000000000e+24 | 2^82 9.6714065569170333976494080000000000000000e+24 | 2^83 1.9342813113834066795298816000000000000000e+25 | 2^84 3.8685626227668133590597632000000000000000e+25 | 2^85 7.7371252455336267181195264000000000000000e+25 | 2^86 1.5474250491067253436239052800000000000000e+26 | 2^87 3.0948500982134506872478105600000000000000e+26 | 2^88 6.1897001964269013744956211200000000000000e+26 | 2^89 1.2379400392853802748991242240000000000000e+27 | 2^90 2.4758800785707605497982484480000000000000e+27 | 2^91 4.9517601571415210995964968960000000000000e+27 | 2^92 9.9035203142830421991929937920000000000000e+27 | 2^93 1.9807040628566084398385987584000000000000e+28 | 2^94 3.9614081257132168796771975168000000000000e+28 | 2^95 7.9228162514264337593543950336000000000000e+28 | 2^96 1.5845632502852867518708790067200000000000e+29 | 2^97 3.1691265005705735037417580134400000000000e+29 | 2^98 6.3382530011411470074835160268800000000000e+29 | 2^99 1.2676506002282294014967032053760000000000e+30 | 2^100 2.5353012004564588029934064107520000000000e+30 | 2^101 5.0706024009129176059868128215040000000000e+30 | 2^102 1.0141204801825835211973625643008000000000e+31 | 2^103 2.0282409603651670423947251286016000000000e+31 | 2^104 4.0564819207303340847894502572032000000000e+31 | 2^105 8.1129638414606681695789005144064000000000e+31 | 2^106 1.6225927682921336339157801028812800000000e+32 | 2^107 3.2451855365842672678315602057625600000000e+32 | 2^108 6.4903710731685345356631204115251200000000e+32 | 2^109 1.2980742146337069071326240823050240000000e+33 | 2^110 2.5961484292674138142652481646100480000000e+33 | 2^111 5.1922968585348276285304963292200960000000e+33 | 2^112 1.0384593717069655257060992658440192000000e+34 | 2^113 2.0769187434139310514121985316880384000000e+34 | 2^114 #0.25000000000000000000000000000000000000000000000e0 | 2^-2 0.12500000000000000000000000000000000000000000000e0 | 2^-3 0.62500000000000000000000000000000000000000000000e-1 | 2^-4 0.31250000000000000000000000000000000000000000000e-1 | 2^-5 0.15625000000000000000000000000000000000000000000e-1 | 2^-6 0.78125000000000000000000000000000000000000000000e-2 | 2^-7 0.39062500000000000000000000000000000000000000000e-2 | 2^-8 0.19531250000000000000000000000000000000000000000e-2 | 2^-9 0.97656250000000000000000000000000000000000000000e-3 | 2^-10 0.48828125000000000000000000000000000000000000000e-3 | 2^-11 0.24414062500000000000000000000000000000000000000e-3 | 2^-12 0.12207031250000000000000000000000000000000000000e-3 | 2^-13 0.61035156250000000000000000000000000000000000000e-4 | 2^-14 0.30517578125000000000000000000000000000000000000e-4 | 2^-15 0.15258789062500000000000000000000000000000000000e-4 | 2^-16 0.76293945312500000000000000000000000000000000000e-5 | 2^-17 0.38146972656250000000000000000000000000000000000e-5 | 2^-18 0.19073486328125000000000000000000000000000000000e-5 | 2^-19 0.95367431640625000000000000000000000000000000000e-6 | 2^-20 0.47683715820312500000000000000000000000000000000e-6 | 2^-21 0.23841857910156250000000000000000000000000000000e-6 | 2^-22 0.11920928955078125000000000000000000000000000000e-6 | 2^-23 0.59604644775390625000000000000000000000000000000e-7 | 2^-24 0.29802322387695312500000000000000000000000000000e-7 | 2^-25 0.14901161193847656250000000000000000000000000000e-7 | 2^-26 0.74505805969238281250000000000000000000000000000e-8 | 2^-27 0.37252902984619140625000000000000000000000000000e-8 | 2^-28 0.18626451492309570312500000000000000000000000000e-8 | 2^-29 0.93132257461547851562500000000000000000000000000e-9 | 2^-30 0.46566128730773925781250000000000000000000000000e-9 | 2^-31 0.23283064365386962890625000000000000000000000000e-9 | 2^-32 0.11641532182693481445312500000000000000000000000e-9 | 2^-33 0.58207660913467407226562500000000000000000000000e-10 | 2^-34 0.29103830456733703613281250000000000000000000000e-10 | 2^-35 0.14551915228366851806640625000000000000000000000e-10 | 2^-36 0.72759576141834259033203125000000000000000000000e-11 | 2^-37 0.36379788070917129516601562500000000000000000000e-11 | 2^-38 0.18189894035458564758300781250000000000000000000e-11 | 2^-39 0.90949470177292823791503906250000000000000000000e-12 | 2^-40 0.45474735088646411895751953125000000000000000000e-12 | 2^-41 0.22737367544323205947875976562500000000000000000e-12 | 2^-42 0.11368683772161602973937988281250000000000000000e-12 | 2^-43 0.56843418860808014869689941406250000000000000000e-13 | 2^-44 0.28421709430404007434844970703125000000000000000e-13 | 2^-45 0.14210854715202003717422485351562500000000000000e-13 | 2^-46 0.71054273576010018587112426757812500000000000000e-14 | 2^-47 0.35527136788005009293556213378906250000000000000e-14 | 2^-48 0.17763568394002504646778106689453125000000000000e-14 | 2^-49 0.88817841970012523233890533447265625000000000000e-15 | 2^-50 0.44408920985006261616945266723632812500000000000e-15 | 2^-51 0.22204460492503130808472633361816406250000000000e-15 | 2^-52 0.11102230246251565404236316680908203125000000000e-15 | 2^-53 0.55511151231257827021181583404541015625000000000e-16 | 2^-54 0.27755575615628913510590791702270507812500000000e-16 | 2^-55 0.13877787807814456755295395851135253906250000000e-16 | 2^-56 0.69388939039072283776476979255676269531250000000e-17 | 2^-57 0.34694469519536141888238489627838134765625000000e-17 | 2^-58 0.17347234759768070944119244813919067382812500000e-17 | 2^-59 0.86736173798840354720596224069595336914062500000e-18 | 2^-60 0.43368086899420177360298112034797668457031250000e-18 | 2^-61 0.21684043449710088680149056017398834228515625000e-18 | 2^-62 0.10842021724855044340074528008699417114257812500e-18 | 2^-63 0.54210108624275221700372640043497085571289062500e-19 | 2^-64 #0.27105054312137610850186320021748542785644531250e-19 | 2^-65 1.41421356237309504880168872420969807856967 | 2^(1/2) 1.25992104989487316476721060727822835057025 | 2^(1/3) 1.18920711500272106671749997056047591529297 | 2^(1/4) 1.14869835499703500679862694677792758944385 | 2^(1/5) 1.12246204830937298143353304967917951623241 | 2^(1/6) 1.10408951367381233764950538762334472132533 | 2^(1/7) 1.09050773266525765920701065576070797899270 | 2^(1/8) 1.08005973889230616987293083128859691273747 | 2^(1/9) 1.07177346253629316421300632502334202290638 | 2^(1/10) 1.06504108943996267819059259539820449009233 | 2^(1/11) 1.05946309435929526456182529494634170077920 | 2^(1/12) 1.05476607648164667367919095782672967482029 | 2^(1/13) 1.05075663865321942473553508532368716534839 | 2^(1/14) 1.04729412282062671789159701209096857711308 | 2^(1/15) 1.04427378242741384032196647873992900878460 | 2^(1/16) 1.04161601065058381218805297894485850681986 | 2^(1/17) 1.03925922603184339971013008316728563739149 | 2^(1/18) 1.03715504444619198613872502555638728099012 | 2^(1/19) 1.03526492384137750434778819421124619772961 | 2^(1/20) 0.7071067811865475244008443621048490392848 | 1/2^(1/2) 0.41421 35623 73095 04880 16887 24209 69807 | 2^(1/2)-1 0.58578 64376 26904 95119 83112 75790 30192 | 2-2^(1/2) 0.39215 68627 45098 03921 56862 74509 80392e-2 | 1/(2^8-1) 1.97845602638795096825824991813116733554935 | 2^(1- 1/64) 1.95714412417540026901832225162687149119023 | 2^(1- 2/64) 1.93606179349229445059805590456669152483640 | 2^(1- 3/64) 1.91520656139714729387261127029583088785028 | 2^(1- 4/64) 1.89457598158696564134021865342692461475245 | 2^(1- 5/64) 1.87416763411029990132999894995444653443942 | 2^(1- 6/64) 1.85397912508338556839245307033769663952162 | 2^(1- 7/64) 1.83400808640934246348708318958828885607731 | 2^(1- 8/64) 1.81425217550039875624983460036234034246592 | 2^(1- 9/64) 1.79470907500310718642770324212778181435444 | 2^(1- 10/64) 1.77537649252652125255055920019932320775876 | 2^(1- 11/64) 1.75625216037329948311216061937531322129435 | 2^(1- 12/64) 1.73733383527370624899420208187216676024876 | 2^(1- 13/64) 1.71861929812247791562934437645631250451620 | 2^(1- 14/64) 1.70010635371852346950136257349750233508866 | 2^(1- 15/64) 1.68179283050742908606225095246642979008007 | 2^(1- 16/64) 1.66367658032673643504633645697639044527407 | 2^(1- 17/64) 1.64575547815396484451875672472582244566732 | 2^(1- 18/64) 1.62802742185734776684821852201401467722875 | 2^(1- 19/64) 1.61049033194925430817952066735740058345944 | 2^(1- 20/64) 1.59314215134226689793724864311906873586841 | 2^(1- 21/64) 1.57598084510788648645527016018190500890556 | 2^(1- 22/64) 1.55900440023783696703372808947485788149144 | 2^(1- 23/64) 1.54221082540794082361229186209073484130681 | 2^(1- 24/64) 1.52559815074453830685125368951694095460954 | 2^(1- 25/64) 1.50916442759342273976601955103319353141974 | 2^(1- 26/64) 1.49290772829126484920064353148667354167453 | 2^(1- 27/64) 1.47682614593949931138690748037404992392364 | 2^(1- 28/64) 1.46091779418064698865130289031062153315417 | 2^(1- 29/64) 1.44518080697704662003700624147167090567844 | 2^(1- 30/64) 1.42961333839197001123506577827513990608717 | 2^(1- 31/64) # 1.41421356237309504880168872420969807856967 | 2^(1- 32/64) 1.39897967253831114020952813671519496920605 | 2^(1- 33/64) 1.38390988196383195487265952726519281800232 | 2^(1- 34/64) 1.36900242297459061192960113298219283216741 | 2^(1- 35/64) 1.35425554693689272829801474014070280434326 | 2^(1- 36/64) 1.33966752405330300536003066972435257602314 | 2^(1- 37/64) 1.32523664315974129462953709549872167411315 | 2^(1- 38/64) 1.31096121152476434192299178633075584936576 | 2^(1- 39/64) 1.29683955465100966593375411779245115983534 | 2^(1- 40/64) 1.28287001607877828072666978102151405111084 | 2^(1- 41/64) 1.26905095719173322255441908103233800471530 | 2^(1- 42/64) 1.25538075702469108957939065744230119459785 | 2^(1- 43/64) 1.24185781207348404859367746872659560551104 | 2^(1- 44/64) 1.22848053610687000569400895779278184036258 | 2^(1- 45/64) 1.21524735998046887811652025133879845762380 | 2^(1- 46/64) 1.20215673145270314209639695749776587600049 | 2^(1- 47/64) 1.18920711500272106671749997056047591529297 | 2^(1- 48/64) 1.17639699165028127628464572848384864105303 | 2^(1- 49/64) 1.16372485877757751381357359909218531234306 | 2^(1- 50/64) 1.15118922995298270581775963520198253612014 | 2^(1- 51/64) 1.13878863475669165370383028384151125472024 | 2^(1- 52/64) 1.12652161860824189979479864378703477763366 | 2^(1- 53/64) 1.11438674259589253630881295691960306780046 | 2^(1- 54/64) 1.10238258330784094355641420942564685751109 | 2^(1- 55/64) 1.09050773266525765920701065576070797899270 | 2^(1- 56/64) 1.07876079775711979374068003743848295849091 | 2^(1- 57/64) 1.06714040067682361816952112099280916260689 | 2^(1- 58/64) 1.05564517836055715880834132515293865215991 | 2^(1- 59/64) 1.04427378242741384032196647873992900878460 | 2^(1- 60/64) 1.03302487902122842250010828397046091808653 | 2^(1- 61/64) 1.02189714865411667823448013478329943978214 | 2^(1- 62/64) 1.01088928605170046002040979056186052438814 | 2^(1- 63/64) numbers-0.2.2/ndb/maths/factorial.txt0000644000000000000000000000240711357223500016251 0ustar rootroot# # factorial.txt, 7 Apr 10 !msgpostfix \n 40320.0 | 8! 362880.0 | 9! 3628800.0 | 10! 39916800.0 | 11! 479001600.0 | 12! 6227020800.0 | 13! 87178291200.0 | 14! 1307674368000.0 | 15! 20922789888000.0 | 16! 355687428096000.0 | 17! 6402373705728000.0 | 18! 121645100408832000.0 | 19! 0.243290200817664e19 | 20! 0.5109094217170944e20 | 21! 0.112400072777760768e22 | 22! 0.2585201673888497664e23 | 23! 0.62044840173323943936e24 | 24! 0.15511210043330985984e26 | 25! 0.403291461126605635584e27 | 26! 0.10888869450418352160768e29 | 27! 0.304888344611713860501504e30 | 28! 0.8841761993739701954543616e31 | 29! 0.26525285981219105863630848e33 | 30! 0.822283865417792281772556288e34 | 31! 0.26313083693369353016721801216e36 | 32! 0.868331761881188649551819440128e37 | 33! 0.29523279903960414084761860964352e39 | 34! numbers-0.2.2/ndb/maths/fractions.txt0000644000000000000000000002002711353531537016303 0ustar rootroot# # fractions.txt, 27 Mar 10 !msgpostfix \n 0.1666666666666666666666666666666666666666 | 1/6 0.1428571428571428571428571428571428571428 | 1/7 #0.1250000000000000000000000000000000000000 | 1/8 0.1111111111111111111111111111111111111111 | 1/9 #0.1000000000000000000000000000000000000000 | 1/10 0.0909090909090909090909090909090909090909 | 1/11 0.0833333333333333333333333333333333333333 | 1/12 0.0769230769230769230769230769230769230769 | 1/13 0.0714285714285714285714285714285714285714 | 1/14 0.0666666666666666666666666666666666666666 | 1/15 #0.0625000000000000000000000000000000000000 | 1/16 0.0588235294117647058823529411764705882352 | 1/17 0.0555555555555555555555555555555555555555 | 1/18 0.0526315789473684210526315789473684210526 | 1/19 #0.0500000000000000000000000000000000000000 | 1/20 0.0476190476190476190476190476190476190476 | 1/21 0.0454545454545454545454545454545454545454 | 1/22 0.0434782608695652173913043478260869565217 | 1/23 0.0416666666666666666666666666666666666666 | 1/24 #0.0400000000000000000000000000000000000000 | 1/25 0.0384615384615384615384615384615384615384 | 1/26 0.0370370370370370370370370370370370370370 | 1/27 0.0357142857142857142857142857142857142857 | 1/28 0.0344827586206896551724137931034482758620 | 1/29 #0.0333333333333333333333333333333333333333 | 1/30 0.0322580645161290322580645161290322580645 | 1/31 #0.0312500000000000000000000000000000000000 | 1/32 0.0303030303030303030303030303030303030303 | 1/33 0.0294117647058823529411764705882352941176 | 1/34 0.0285714285714285714285714285714285714285 | 1/35 0.0277777777777777777777777777777777777777 | 1/36 0.0270270270270270270270270270270270270270 | 1/37 0.0263157894736842105263157894736842105263 | 1/38 0.0256410256410256410256410256410256410256 | 1/39 #0.0250000000000000000000000000000000000000 | 1/40 0.0243902439024390243902439024390243902439 | 1/41 0.0238095238095238095238095238095238095238 | 1/42 0.0232558139534883720930232558139534883720 | 1/43 0.0227272727272727272727272727272727272727 | 1/44 0.0222222222222222222222222222222222222222 | 1/45 0.0217391304347826086956521739130434782608 | 1/46 0.0212765957446808510638297872340425531914 | 1/47 0.0208333333333333333333333333333333333333 | 1/48 0.0204081632653061224489795918367346938775 | 1/49 #0.0200000000000000000000000000000000000000 | 1/50 0.0196078431372549019607843137254901960784 | 1/51 0.0192307692307692307692307692307692307692 | 1/52 0.0188679245283018867924528301886792452830 | 1/53 0.0185185185185185185185185185185185185185 | 1/54 0.0181818181818181818181818181818181818181 | 1/55 0.0178571428571428571428571428571428571428 | 1/56 0.0175438596491228070175438596491228070175 | 1/57 0.0172413793103448275862068965517241379310 | 1/58 0.0169491525423728813559322033898305084745 | 1/59 0.0166666666666666666666666666666666666666 | 1/60 0.0163934426229508196721311475409836065573 | 1/61 0.0161290322580645161290322580645161290322 | 1/62 0.0158730158730158730158730158730158730158 | 1/63 #0.0156250000000000000000000000000000000000 | 1/64 0.0153846153846153846153846153846153846153 | 1/65 0.0151515151515151515151515151515151515151 | 1/66 0.0149253731343283582089552238805970149253 | 1/67 0.0147058823529411764705882352941176470588 | 1/68 0.0144927536231884057971014492753623188405 | 1/69 0.0142857142857142857142857142857142857142 | 1/70 0.0140845070422535211267605633802816901408 | 1/71 0.0138888888888888888888888888888888888888 | 1/72 0.0136986301369863013698630136986301369863 | 1/73 0.0135135135135135135135135135135135135135 | 1/74 0.0133333333333333333333333333333333333333 | 1/75 0.0131578947368421052631578947368421052631 | 1/76 0.0129870129870129870129870129870129870129 | 1/77 0.0128205128205128205128205128205128205128 | 1/78 0.0126582278481012658227848101265822784810 | 1/79 0.0125000000000000000000000000000000000000 | 1/80 0.0123456790123456790123456790123456790123 | 1/81 0.0121951219512195121951219512195121951219 | 1/82 0.0120481927710843373493975903614457831325 | 1/83 0.0119047619047619047619047619047619047619 | 1/84 0.0117647058823529411764705882352941176470 | 1/85 0.0116279069767441860465116279069767441860 | 1/86 0.0114942528735632183908045977011494252873 | 1/87 0.0113636363636363636363636363636363636363 | 1/88 0.0112359550561797752808988764044943820224 | 1/89 0.0111111111111111111111111111111111111111 | 1/90 0.0109890109890109890109890109890109890109 | 1/91 0.0108695652173913043478260869565217391304 | 1/92 0.0107526881720430107526881720430107526881 | 1/93 0.0106382978723404255319148936170212765957 | 1/94 0.0105263157894736842105263157894736842105 | 1/95 0.0104166666666666666666666666666666666666 | 1/96 0.0103092783505154639175257731958762886597 | 1/97 0.0102040816326530612244897959183673469387 | 1/98 0.0101010101010101010101010101010101010101 | 1/99 0.9696969696969696969696969696969696969696 | 32/(32+1) 0.9411764705882352941176470588235294117647 | 32/(32+2) 0.9142857142857142857142857142857142857142 | 32/(32+3) 0.8888888888888888888888888888888888888888 | 32/(32+4) 0.8648648648648648648648648648648648648648 | 32/(32+5) 0.8421052631578947368421052631578947368421 | 32/(32+6) 0.8205128205128205128205128205128205128205 | 32/(32+7) #0.8000000000000000000000000000000000000000 | 32/(32+8) 0.7804878048780487804878048780487804878048 | 32/(32+9) 0.7619047619047619047619047619047619047619 | 32/(32+10) 0.7441860465116279069767441860465116279069 | 32/(32+11) 0.7272727272727272727272727272727272727272 | 32/(32+12) 0.7111111111111111111111111111111111111111 | 32/(32+13) 0.6956521739130434782608695652173913043478 | 32/(32+14) 0.6808510638297872340425531914893617021276 | 32/(32+15) 0.6666666666666666666666666666666666666666 | 32/(32+16) 0.6530612244897959183673469387755102040816 | 32/(32+17) #0.6400000000000000000000000000000000000000 | 32/(32+18) 0.6274509803921568627450980392156862745098 | 32/(32+19) 0.6153846153846153846153846153846153846153 | 32/(32+20) 0.6037735849056603773584905660377358490566 | 32/(32+21) 0.5925925925925925925925925925925925925925 | 32/(32+22) 0.5818181818181818181818181818181818181818 | 32/(32+23) 0.5714285714285714285714285714285714285714 | 32/(32+24) 0.5614035087719298245614035087719298245614 | 32/(32+25) 0.5517241379310344827586206896551724137931 | 32/(32+26) 0.5423728813559322033898305084745762711864 | 32/(32+27) 0.5333333333333333333333333333333333333333 | 32/(32+28) 0.5245901639344262295081967213114754098360 | 32/(32+29) 0.5161290322580645161290322580645161290322 | 32/(32+30) 0.5079365079365079365079365079365079365079 | 32/(32+31) 1.0312500000000000000000000000000000000000 | (32+1)/32 1.0625000000000000000000000000000000000000 | (32+2)/32 1.0937500000000000000000000000000000000000 | (32+3)/32 #1.1250000000000000000000000000000000000000 | (32+4)/32 1.1562500000000000000000000000000000000000 | (32+5)/32 1.1875000000000000000000000000000000000000 | (32+6)/32 1.2187500000000000000000000000000000000000 | (32+7)/32 #1.2500000000000000000000000000000000000000 | (32+8)/32 1.2812500000000000000000000000000000000000 | (32+9)/32 1.3125000000000000000000000000000000000000 | (32+10)/32 1.3437500000000000000000000000000000000000 | (32+11)/32 1.3750000000000000000000000000000000000000 | (32+12)/32 1.4062500000000000000000000000000000000000 | (32+13)/32 1.4375000000000000000000000000000000000000 | (32+14)/32 1.4687500000000000000000000000000000000000 | (32+15)/32 #1.5000000000000000000000000000000000000000 | (32+16)/32 1.5312500000000000000000000000000000000000 | (32+17)/32 1.5625000000000000000000000000000000000000 | (32+18)/32 1.5937500000000000000000000000000000000000 | (32+19)/32 1.6250000000000000000000000000000000000000 | (32+20)/32 1.6562500000000000000000000000000000000000 | (32+21)/32 1.6875000000000000000000000000000000000000 | (32+22)/32 1.7187500000000000000000000000000000000000 | (32+23)/32 #1.7500000000000000000000000000000000000000 | (32+24)/32 1.7812500000000000000000000000000000000000 | (32+25)/32 1.8125000000000000000000000000000000000000 | (32+26)/32 1.8437500000000000000000000000000000000000 | (32+27)/32 1.8750000000000000000000000000000000000000 | (32+28)/32 1.9062500000000000000000000000000000000000 | (32+29)/32 1.9375000000000000000000000000000000000000 | (32+30)/32 1.9687500000000000000000000000000000000000 | (32+31)/32 numbers-0.2.2/ndb/maths/bessel.txt0000644000000000000000000001052311355504352015565 0ustar rootroot# # bessel.txt, 2 Apr 10 # As given in: # J.F. Hart, Computer Approximations, New York, Willey 1968, p. 141 # and used in Numerical Recipes # Also specified in Numerical recipes in C:1992 !fuzz 0.00000001 !msgpostfix Polynomial approximation for Bessel J0 function\n !need all 57568490574.0 -13362590354.0 651619640.7 - 11214424.18 77392.33017 - 184.9052456 57568490411.0 1029532985.0 9494680.718 59272.64853 267.8532712 - 0.785398164 -0.1098628627e-2 0.2734510407e-4 -0.2073370639e-5 0.2093887211e-6 -0.1562499995e-1 0.1430488765e-3 -0.6911147651e-5 0.7621095161e-6 0.934945152e-7 0.636619772 # Also specified in Numerical recipes in C:1992 !msgpostfix Polynomial approximation for Bessel J1 function\n !need all 72362614232.0 - 7895059235.0 242396853.1 - 2972611.439 15704.48260 - 30.16036606 144725228442.0 2300535178.0 18583304.74 99447.43394 376.9991397 2.356194491 0.183105e-2 -0.3516396496e-4 0.2457520174e-5 -0.240337019e-6 0.04687499995 -0.2002690873e-3 0.8449199096e-5 -0.88228987e-6 0.105787412e-6 0.636619772 !msgpostfix Bessel function Y0 for positive x, Numerical recipes in C:1992\n !need all 8.0 - 2957821389.0 7062834065.0 - 512359803.6 10879881.29 - 86327.92757 228.4622733 40076544269.0 745249964.8 7189466.438 47447.26470 226.1030244 0.636619772 -0.785398164 -0.1098628627e-2 0.2734510407e-4 -0.2073370639e-5 0.2093887211e-6 -0.1562499995e-1 0.1430488765e-3 -0.6911147651e-5 0.7621095161e-6 -0.934945152e-7 0.636619772 !msgpostfix Bessel function Y1 for positive x, Numerical recipes in C:1992\n !need all 8.0 -0.4900604943e13 0.1275274390e13 -0.5153438139e11 0.7349264551e9 -0.4237922726e7 0.8511937935e4 0.2499580570e14 0.4244419664e12 0.3733650367e10 0.2245904002e8 0.1020426050e6 0.3549632885e3 0.636619772 2.356194491 0.183105e-2 -0.3516396496e-4 0.2457520174e-5 -0.240337019e-6 0.04687499995 -0.2002690873e-3 0.8449199096e-5 -0.88228987e-6 0.105787412e-6 0.636619772 !msgpostfix modified Bessel function I0 for real x, Numerical recipes in C:1992\n !need all 3.75 3.5156229 3.0899424 1.2067492 0.2659732 0.360768e-1 0.45813e-2 0.39894228 0.1328592e-1 0.225319e-2 -0.157565e-2 0.916281e-2 -0.2057706e-1 0.2635537e-1 -0.1647633e-1 0.392377e-2 !msgpostfix modified Bessel function I0 for positive x, Numerical recipes in C:1992\n !need all 2.0 4.0 -0.57721566 0.42278420 0.23069756 0.3488590e-1 0.262698e-2 0.10750e-3 0.74e-5 1.25331414 -0.7832358e-1 0.2189568e-1 -0.1062446e-1 0.587872e-2 -0.251540e-2 0.53208e-3 !msgpostfix modified Bessel function I1 for real x, Numerical recipes in C:1992\n !need all 3.75 0.5 0.87890594 0.51498869 0.15084934 0.2658733e-1 0.301532e-2 0.32411e-3 0.2282967e-1 -0.2895312e-1 0.1787654e-1 -0.420059e-2 0.39894228 -0.3988024e-1 -0.362018e-2 0.163801e-2 -0.1031555e-1 !msgpostfix modified Bessel function K1 for positive x, Numerical recipes in C:1992\n !need all 2.0 4.0 0.15443144 -0.67278579 -0.18156897 -0.1919402e-1 -0.110404e-2 -0.4686e-4 1.25331414 0.23498619 -0.3655620e-1 0.1504268e-1 -0.780353e-2 0.325614e-2 -0.68245e-3 # The Cephes Math Library tables are very long and not listed here.. # J0 # The domain is divided into two major intervals [0, 2] and # (2, infinity). In the first interval the rational approximation # is J0(x) = 1 - x^2 / 4 + x^4 R(x^2) # The second interval is further partitioned into eight equal segments # of 1/x. # # J0(x) = sqrt(2/(pi x)) (P0(x) cos(X) - Q0(x) sin(X)), # X = x - pi/4, # # and the auxiliary functions are given by # # J0(x)cos(X) + Y0(x)sin(X) = sqrt( 2/(pi x)) P0(x), # P0(x) = 1 + 1/x^2 R(1/x^2) # # Y0(x)cos(X) - J0(x)sin(X) = sqrt( 2/(pi x)) Q0(x), # Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2)) # # J1 # The domain is divided into two major intervals [0, 2] and # (2, infinity). In the first interval the rational approximation is # J1(x) = .5x + x x^2 R(x^2) # # The second interval is further partitioned into eight equal segments # of 1/x. # J1(x) = sqrt(2/(pi x)) (P1(x) cos(X) - Q1(x) sin(X)), # X = x - 3 pi / 4, # # and the auxiliary functions are given by # # J1(x)cos(X) + Y1(x)sin(X) = sqrt( 2/(pi x)) P1(x), # P1(x) = 1 + 1/x^2 R(1/x^2) # # Y1(x)cos(X) - J1(x)sin(X) = sqrt( 2/(pi x)) Q1(x), # Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)). numbers-0.2.2/ndb/maths/geometry/0000755000000000000000000000000011360175771015406 5ustar rootrootnumbers-0.2.2/ndb/maths/geometry/humliceks_12-point.txt0000644000000000000000000000103611352125131021546 0ustar rootroot# humliceks_12-point.txt, 23 Mar 10 !title Voigt profile by Humlicek's 12-point !fuzz 0.000001 !msgpostfix Voigt profile by Humlicek's 12-point\n !need all 0.314240376254359 0.947788391240164 1.597682635152605 2.27950708050106 3.020637025120890 3.889724897869782 !need all -1.393236997981977 -0.231152406188676 0.155351465642094 -6.21836623696556e-3 -9.190829861057113e-5 6.275259577497896e-7 !need all 1.011728045548831 -0.751971469674635 1.255772699323164e-2 1.0022008145159e-2 -2.42068134815573e-4 5.008480613664573e-7 numbers-0.2.2/ndb/maths/geometry/all.txt0000644000000000000000000000007011360175761016713 0ustar rootroot# # all.txt 9 Apr 10 !include humliceks_12-point.txt numbers-0.2.2/ndb/maths/math.txt0000644000000000000000000001262111360645013015236 0ustar rootroot# math.txt, 11 Apr 10 !msgpostfix \n !word circle radius diameter area 3.14159 26535 89793 23846 26433 83279 50288 | pi 6.28318 53071 79586 47692 52867 66559 00576 | 2*pi 1.57079 63267 94896 61923 13216 91639 75144 | pi/2 1.04719 75511 96597 74615 42144 61093 16762 | pi/3 0.78539 81633 97448 30961 56608 45819 87572 | pi/4 0.52359 87755 98298 87307 71072 30546 58381 | pi/6 # 0.01745 32925 19943 29576 92369 07684 88612 | pi/180 0.31830 98861 83790 67153 77675 26745 02872 | 1/pi 0.56418 95835 47756 28694 80794 51560 77258 | 1/(pi^(1/2)) 0.63661 97723 67581 34307 55350 53490 05744 | 2/pi 1.12837 91670 95512 57389 61589 03121 54517 | 2/(pi^(1/2)) 9.86960 44010 89358 61883 44909 99876 15113 | pi*pi 1.77245 38509 05516 02729 81674 83341 14518 | pi^(1/2) 22.4591 57718 36104 54734 27152 20454 37350 | pi^e 36.4621 59607 20791 17709 90826 02269 21236 | pi^pi 1.14472 98858 49400 17414 34273 51353 05871 | ln(pi) 1.83787 70664 09345 48356 06594 72811 23527 | ln(2*pi) 0.39894 22804 01432 67793 99460 59934 38186 | 1/(2*pi)^(1/2) 0.79788 45608 02865 35587 98921 19868 76374 | (2/pi)^(1/2) 0.91893 85332 04672 74178 03297 36405 61764 | ln((2pi)^(1/2)) == ln(2pi)/2 0.57236 49429 24700 08707 17136 75676 52936 | ln(pi^(1/2)) 0.22579 13526 44727 43236 30976 14947 44107 | ln((pi/2)^(1/2)) 1.41484 75504 05688 05515 31886 83004 90427e+16 | pi*2^52 2.71828 18284 59045 23536 02874 71352 66249 | e: base of natural logarithm 0.36787 94411 71442 32159 55237 70161 46086 | 1/e 7.38905 60989 30650 22723 04274 60575 00781 | e*e 0.43429 44819 03251 82765 11289 18916 60508 | log(e) 1.37480 22274 39358 63178 28218 79209 65725 | e^(1/pi) 23.1406 92632 77926 90057 29086 36794 85473 | e^(pi) 1.78107 24179 90197 98523 65041 03107 17954 | e^(Euler-Mascheroni) 15.1542 62241 47926 41897 60430 27262 99119 | e^e 1.44466 78610 09766 13365 83391 08596 43022 | e^(1/e) 0.57721 56649 01532 86060 65120 90082 40243 | Euler-Mascheroni constant 1.61803 39887 49894 84820 45868 34365 63811 | Golden ratio 0.61803 39887 49894 84820 45868 34365 63811 | 1/Golden ratio 0.48121 18250 59603 44749 77589 13424 36842 | ln(golden ratio) 2.07808 69212 35027 53760 13226 06117 79576 | 1/ln(golden ratio) 0.38196 60112 50105 15179 54131 65634 36188 22796 | Fraction of circle occupied by Golden angle 137.5077640500378546463487396283702776206891 | Golden angle in degrees 2.3999632297286533222315555066336138531210 | Golden angle in radians #1.41421 35623 73095 04880 16887 24209 69807 | 2^(1/2) #0.41421 35623 73095 04880 16887 24209 69807 | 2^(1/2)-1 #0.58578 64376 26904 95119 83112 75790 30192 | 2-2^(1/2) #1.25992 10498 93873 16476 72106 07278 22835 | 2^(1/3) #1.18920 71150 02721 06671 74999 70560 47591 | 2^(1/4) 1.73205 08075 68877 29352 74463 41505 87236 | 3^(1/2) 1.44224 95703 07408 38232 16383 10780 10958 | 3^(1/3) 0.26794 91924 31122 70647 25536 58494 12763 | 2-3^(1/2) 2.23606 79774 99789 69640 91736 68731 17623 | 5^(1/2) 2.44948 97427 83178 09819 72840 74705 89139 | 6^(1/2) 2.64575 13110 64590 59050 16157 53639 26042 | 7^(1/2) 2.82842 71247 46190 09760 33774 48419 39615 | 8^(1/2) 3.16227 76601 68379 33199 88935 44432 71853 | 10^(1/2) 3.31662 47903 55399 84911 49327 36670 68668 | 11^(1/2) 3.46410 16151 37754 58705 48926 83011 74473 | 12^(1/2) 3.60555 12754 63989 29311 92212 67470 49594 | 13^(1/2) 3.74165 73867 73941 38558 37487 32316 54930 | 14^(1/2) 3.87298 33462 07416 88517 92653 99782 39961 | 15^(1/2) 4.12310 56256 17660 54982 14098 55974 07702 | 17^(1/2) 4.24264 06871 19285 14640 50661 72629 09423 | 18^(1/2) 4.35889 89435 40673 55223 69819 83859 61565 | 19^(1/2) 4.47213 59549 99579 39281 83473 37462 55247 | 20^(1/2) 5.65685 42494 92380 19520 67548 96838 79231 | 32^(1/2) 0.54030 23058 68139 71740 09366 07442 97660 | cos(1) 0.84147 09848 07896 50665 25023 21630 29899 | sin(1) 0.69314 71805 59945 30941 72321 21458 17656 | ln(2) 1.44269 50408 88963 40735 99246 81001 89213 | 1/ln(2) or log2(e) 0.44269 50408 88963 40735 99246 81001 89213 | (1/ln(2))-1 or log2(e)-1 3.32192 80948 87362 34787 03194 29489 39017 | 1/log(2) 0.30102 99956 63981 19521 37388 94724 49302 | log(2)/log(10) 0.36651 29205 81664 32701 24391 58232 66946 | ln(ln(2)) 1.09861 22886 68109 69139 52452 36922 52570 | ln(3) 0.54930 61443 34054 84569 76226 18461 26285 | ln(3)/2 1.58496 25007 21156 18145 37389 43947 81650 | log(3)/log(2) 1.60943 79124 34100 37460 07593 33226 18763 | log(5) 2.30258 50929 94045 68401 79914 54684 36420 | ln(10) 0.43429 44819 03251 82765 11289 18916 60508 | 1/ln(10) 0.70258 | Embree-Trefethen constant 4.66920 16091 02990 67185 32038 20466 20161 | Feigenbaum constant 2.50290 78750 95892 82228 39028 73218 21578 | Feigenbaum alpha constant 0.66016 18158 46869 57392 78121 10014 55577 | Twin prime constant 0.26149 72128 47642 78375 54268 38608 69585 | Meissel-Mertens/Hadamard-de-la-Vallee-Poussin constant 1.90216 05823 | Brun's constant for twin prime 0.87058 83800 | Brun's constant for prime quadruplets 0.91596 55941 77219 01505 46035 14932 38411 | Catalan's constant 0.76422 36535 89220 66 | Landau-Ramanujan constant 1.13198 824 | Viswanath's constant 1.08366 | Legendre's constant 1.45136 92348 83381 05028 39684 85892 027 | Ramanujan-Soldner constant 1.60669 51524 15291 763 | Erdös-Borwein constant numbers-0.2.2/ndb/maths/pure-math.txt0000644000000000000000000001155711354217751016225 0ustar rootroot# # pure-math.txt, 29 Mar 10 !title pure-math !msgpostfix \n 1.002008392826082 | Zeta(9) 1.008349277381922 | Zeta(7) 1.030345524216210 | exp(Pi)/Pi^E 1.030640834100712 | Continued Fractions constant (base 10). 1.034653881897438 | one of Hadamard-La-Vallee-Poussin constant 1.036927755143369 | Zeta(5) 0.1076539192264845 | one-ninth constant 1.082323233711138 | Zeta(4) 0.01084101512231113 | The Trott Constant 1.098641964394156 | The Paris constant 1.098685805525187 | Lengyel constant 1.128787029908125 | Gamma(5/6) 0.114942044853296 | Product(cos(Pi/n),n=3..infinity 1.175201193643801 | Sinh(1) 1.176280818259917 | smallest known Salem number 1.199678640257733 | solution of exp(x)(x-1) = exp(-x)(x+1) 1.202056903159594 | Zeta(3) 1.225416702465177 | GAMMA(3/4) 1.226742010720353 | Fibonacci factorial constant 0.1234567891011121 | Champernowne number 1.261859507142914 | log(4)/log(3) 1.282427129100622 | Glaisher-Kinkelin constant 1.291285997062663 | sum(1/n^n,n=1..inf) 1.296210659593309 | A Salem number of degree 38 1.303577269034296 | Conway constant 1.306377883863080 | Mills Constant 1.324717957244746 | Smallest Pisot-Vijayaraghavan number 1.354117939426400 | GAMMA(2/3) 1.395485972479302 | Hard hexagons constant 14.13472514173469 | First zero of Riemann Zeta function 1.456074948582689 | Backhouse constant 1.461632144968362 | Minimal x of GAMMA(x) 1.467078079433975 | Porter's constant 0.1475836176504332 | arctan(1/2)/Pi 0.1490279983517850 | Gamma(0) of Conway 1.543080634815243 | Cosh(1) 1.628160129718917 | a Flajolet constant 1.636616323351260 | Sum(1/(p*log(p)),p = prime) 1.644934066848226 | Zeta(2) 1.705211140105367 | Niven Constant 1.745405662407346 | Khintchine Harmonic Constant 1.747564594633182 | Madelung constant 1.763222834351896 | 1/W(1) 1.782213978191369 | Grothendieck majorant 1.787231650182965 | Komornik-Loreti constant 1.833772651680271 | Solution of Zeta(x)=x 1.839286755214161 | Tribonacci Constant 1.851937051982466 | Gibbs constant : Si(Pi) 0.1878596424620671 | MRB Constant 0.1923155168211845 | gamma**3 0.1945280494653251 | Dubois-Raymond 2nd constant 19.99909997918947 | exp(Pi)-Pi 0.2078795763507619 | exp(-Pi/2) 0.2078862249773545 | -Zeta(-1/2) 2.193280050738015 | exp(Pi/4) 0.2245172519832320 | gamma**E 2.302566137163630 | a Flajolet constant 0.2357111317192329 | Copeland-Erdos constant (prime numbers) 2.428189792098870 | product(1+1/n**3,n=1..infinity) 0.258819403792806 | -Ai'(0) or 3**(-1/3)/Gamma(1/3) 2.584981759579253 | Sierpinski Constant 2.622057554292119 | Lemniscate constant or Gauss constant 2625374126407687 | Ramanujan number : exp(Pi*sqrt(163)) 2.665144142690225 | Gelfond-Schneider number : 2**sqrt(2) 2.678938534707747 | GAMMA(1/3) 2.685452001065306 | Khintchine constant 2.720699046351326 | Pi/2*sqrt(3) 0.2801694990238691 | Bernstein constant 2.807770242028519 | Fransen-Robinson constant 2.95576528565199 | Tree-growth constant 0.3036630028987326 | Gauss-Kuzmin-Wirsing 0.3039635509270133 | 3/(Pi**2) 3.275822918721811 | Levy constant 0.3331779238077186 | gamma**2 3.407069165627256 | Magata Constant 0.353236371854995 | Hafner-Sarnak-McCurley Constant 0.355028053887817 | Ai(0) or 3**(-2/3)/Gamma(2/3) 3.625609908221908 | GAMMA(1/4) 0.3725074107813666 | Real root of Ei(x) 0.3739558136192022 | Artin constant 0.3920728981459733 | 1-6/(Pi*Pi) 3.922646139209151 | -zeta(1,1/2) 0.4124540336401075 | The Thue-Morse constant 0.4146825098511116 | Prime numbers coded in binary 0.4399240125710253 | Second Tree-Growth constant 0.4636476090008061 | arctan(1/2) 0.4749493799879206 | Weierstrass constant 0.4804530139182014 | log(2)*log(2) 0.5495393129816448 | -log(gamma) 5.566316001780235 | Gamma(1/6) 0.5614594835668851 | exp(-gamma) 0.5671432904097838 | W(1) 0.5819486593172907 | 2nd order Landau-Ramanujan Constant 0.5926327182016361 | Lehmer constant 0.5963473623231940 | -exp(1)*Ei(-1) 0.6045997880780726 | sum(1/n/binomial(2*n,n),n=1..infinity) 0.6243299885435508 | Golomb constant 0.6434105462883380 | Cahen constant 6.580885991017920 | The Froda constant : 2**E 0.06598803584531253 | exp(-e) 0.6617071822671762 | Robbin's constant 0.6627434193491815 | Laplace Limit constant 0.6922006275553463 | (1/E)^(1/E) 0.6977746579640079 | BesselI(1,2)/BesselI(0,2) 0.7052301717918009 | Sum of product of inverse of primes 0.7098034428612913 | Rabbit Constant 0.7147827007912942 | Traveling Salesman Constant 0.7363998587187150 | sum(1/binomial(2*n,n),n=1..infinity) 0.7475979202534114 | parking constant or Renyi constant 0.7945071927794792 | Kolakoski Constant 0.8116869215447793 | a Flajolet constant 0.8164215090218931 | sum(1/2**(2**n),n=0..inf) 0.8472130847939790 | A.G.M. of (1,sqrt(2)/2) 0.8660254037844386 | sqrt(3)/2 0.8711570464148937 | a Flajolet constant 0.8856031944108887 | minimal point of GAMMA(x) 0.9068996821171089 | Pi/(2*sqrt(3)) 9.289025491920818 | 1/(One-ninth constant) 0.9375482543158437 | -Zeta'(2) numbers-0.2.2/ndb/maths/frac.bc0000644000000000000000000000025611350735750014775 0ustar rootroot scale=40 for (i=1; i < 32; i++) print 32/(32+i), " | 32/(32+", i, ")\n" print "\n" for (i=1; i < 32; i++) print (32+i)/32, " | (32+", i, ")/32\n" print "\n" quit numbers-0.2.2/ndb/maths/all.txt0000644000000000000000000000062611360176015015060 0ustar rootroot# all.txt, 9 Apr 10 !include factorial.txt !include fractions.txt !include math.txt !include pure-math.txt !include power-of-2.txt !include poly_eval.txt !include sin_cos.txt !include bessel.txt !include bessel-modified.txt !include cos_kpi-24.txt !include erfc-func.txt !include gauss-kronrod.txt !include loggamma-func.txt !include trig_calc.txt !include geometry/all.txt !include statistics/all.txt numbers-0.2.2/ndb/maths/statistics/0000755000000000000000000000000011360326742015741 5ustar rootrootnumbers-0.2.2/ndb/maths/statistics/normal-dist.txt0000644000000000000000000000373211352703542020736 0ustar rootroot# # normal-dist.txt, 24 Mar 10 # Compute quantiles for standard normal distribution N(0, 1) # at probability p # ALGORITHM AS241 APPL. STATIST. (1988) VOL. 37, NO. 3, 477-484. !msgpostfix Quantiles for standard normal distribution\n !need all 3.3871328727963666080e0 1.3314166789178437745e+2 1.9715909503065514427e+3 1.3731693765509461125e+4 4.5921953931549871457e+4 6.7265770927008700853e+4 3.3430575583588128105e+4 2.5090809287301226727e+3 4.2313330701600911252e+1 6.8718700749205790830e+2 5.3941960214247511077e+3 2.1213794301586595867e+4 3.9307895800092710610e+4 2.8729085735721942674e+4 5.2264952788528545610e+3 1.42343711074968357734e0 4.63033784615654529590e0 5.76949722146069140550e0 3.64784832476320460504e0 1.27045825245236838258e0 2.41780725177450611770e-1 2.27238449892691845833e-2 7.74545014278341407640e-4 2.05319162663775882187e0 1.67638483018380384940e0 6.89767334985100004550e-1 1.48103976427480074590e-1 1.51986665636164571966e-2 5.47593808499534494600e-4 1.05075007164441684324e-9 6.65790464350110377720e0 5.46378491116411436990e0 1.78482653991729133580e0 2.96560571828504891230e-1 2.65321895265761230930e-2 1.24266094738807843860e-3 2.71155556874348757815e-5 2.01033439929228813265e-7 5.99832206555887937690e-1 1.36929880922735805310e-1 1.48753612908506148525e-2 7.86869131145613259100e-4 1.84631831751005468180e-5 1.42151175831644588870e-7 2.04426310338993978564e-15 0.425 # home.online.no/~pjacklam/notes/invnorm !msgpostfix Inverse normal cumulative distribution function\n !need all -3.969683028665376e+01 2.209460984245205e+02 -2.759285104469687e+02 1.383577518672690e+02 -3.066479806614716e+01 2.506628277459239e+00 -5.447609879822406e+01 1.615858368580409e+02 -1.556989798598866e+02 6.680131188771972e+01 -1.328068155288572e+01 -7.784894002430293e-03 -3.223964580411365e-01 -2.400758277161838e+00 -2.549732539343734e+00 4.374664141464968e+00 2.938163982698783e+00 7.784695709041462e-03 3.224671290700398e-01 2.445134137142996e+00 3.754408661907416e+00 numbers-0.2.2/ndb/maths/statistics/cumden-stan-normal.txt0000644000000000000000000000275511353751122022213 0ustar rootroot# # cumden-stan-normal.txt, 27 Mar 10 # AG Adams, # Algorithm 39: # Areas Under the Normal Curve, # Computer Journal, # Volume 12, 1969, pages 197-198. # # ALNORM computes the cumulative density of the standard normal distribution. # Algorithm AS 66: # The Normal Integral, # Applied Statistics, # Volume 22, Number 3, 1973, pages 424-427. !msgpostfix Compute the cumulative density of the standard normal distribution\n !need all 5.75885480458E+00 2.62433121679E+00 5.92885724438E+00 -29.8213557807E+00 48.6959930692E+00 - 0.000000038052E+00 0.000398064794E+00 - 0.151679116635E+00 4.8385912808E+00 0.742380924027E+00 3.99019417011E+00 1.28E+00 1.00000615302E+00 1.98615381364E+00 5.29330324926E+00 -15.1508972451E+00 30.789933034E+00 7.0E+00 0.398942280444E+00 0.39990348504E+00 0.398942280385E+00 # John Hart, Ward Cheney, Charles Lawson, Hans Maehly, # Charles Mesztenyi, John Rice, Henry Thacher, # Christoph Witzgall, # Computer Approximations, # Wiley, 1968, # LC: QA297.C64. # !msgpostfix Compute the cumulative density of the standard normal distribution\n !need all 220.2068679123761E+00 221.2135961699311E+00 112.0792914978709E+00 33.91286607838300E+00 6.373962203531650E+00 0.7003830644436881E+00 0.03526249659989109E+00 440.4137358247522E+00 793.8265125199484E+00 637.3336333788311E+00 296.5642487796737E+00 86.78073220294608E+00 16.06417757920695E+00 1.755667163182642E+00 0.08838834764831844E+00 numbers-0.2.2/ndb/maths/statistics/chi-squared.txt0000644000000000000000000000102111352517600020675 0ustar rootroot# # chi-squared.txt, 24 Mar 10 # Algorithm AS 91 Appl. Statist. (1975) Vol.24, P.35 # implemented by Anna Kreshuk. # Incorporates the suggested changes in AS R85 (vol.40(1), pp.233-5, 1991) !msgpostfix Quantiles of the chi-squared probability distribution function\n !need all 0.01 0.222222 0.32 0.4 1.24 2.2 4.67 6.66 6.73 13.32 60.0 70.0 84.0 105.0 120.0 127.0 140.0 175.0 210.0 252.0 264.0 294.0 346.0 420.0 462.0 606.0 672.0 707.0 735.0 889.0 932.0 966.0 1141.0 1182.0 1278.0 1740.0 2520.0 5040.0 5e-7 0.6931471806 numbers-0.2.2/ndb/maths/statistics/cornish-fisher.txt0000644000000000000000000000106411352125161021417 0ustar rootroot# cornish-fisher.txt, 16 Feb 10 !title Cornish-Fisher !msgpostfix Cornish-Fisher asymptotic expansion\n !fuzz 0.000001 !need all 0.265974025974025974026 5.449696969696969696970 122.20294372294372294372 2354.7298701298701298701 37625.00902597402597403 486996.1392857142857143 4960870.65 37978595.55 201505390.875 622437908.625 0.2742857142857142857142 4.499047619047619047619 78.45142857142857142857 1118.710714285714285714 12387.6 101024.55 559494.0 1764959.625 0.3047619047619047619048 3.752380952380952380952 46.67142857142857142857 427.5 2587.5 8518.5 numbers-0.2.2/ndb/maths/statistics/edgeworth-series.txt0000644000000000000000000000057011352125230021752 0ustar rootroot# edgeworth-series.txt, 5 Feb 10 # Algorithm AS 89 Appl. Statist. (1975) Vol.24, No. 3, P377. # Auxiliary function required: ALNORM = algorithm AS66 !title edgeworth-series cdf for Spearman's rho !msgpostfix Spearman's rho using edgeworth-series\n !need all 0.2274e0 0.2531e0 0.1745e0 0.0758e0 0.1033e0 0.3932e0 0.0879e0 0.0151e0 0.0072e0 0.0831e0 0.0131e0 0.00046e0 numbers-0.2.2/ndb/maths/statistics/students-t-distrib.txt0000644000000000000000000000113611360326742022253 0ustar rootroot# student-t-distribution.txt, 23 Mar 10 # # ALGORITHM AS 27 APPL. STATIST. VOL.19, NO.1 !title student-t !fuzz 0.000001 !msgpostfix Calculate upper tail area under Student's t-distribution\n !need all 0.09979441 -0.581821 1.390993 -1.222452 2.151185 5.537409 11.42343 0.04431742 -0.2206018 -0.03317253 5.679969 -12.96519 5.166733 13.49862 0.009694901 -0.1408854 1.88993 -12.75532 25.77532 4.233736 14.3963 -9.187228E-5 0.03789901 -1.280346 9.249528 -19.08115 2.777816 16.46132 5.79602E-4 -0.02763334 0.4517029 -2.657697 5.127212 0.5657187 21.83269 numbers-0.2.2/ndb/maths/statistics/gaussian-cdf.txt0000644000000000000000000000223711360177367021061 0ustar rootroot# gaussian-cdf.txt, 22 Mar 10 !title Gaussian-cdf !fuzz 0.0000001 !msgpostfix cumulative distribution function for the Gaussian distribution using a rational function approximation\n !msgprefix fabs(x) < 0.66291 !need all 2.2352520354606839287 161.02823106855587881 1067.6894854603709582 18154.981253343561249 0.065682337918207449113 47.20258190468824187 976.09855173777669322 10260.932208618978205 45507.789335026729956 !msgprefix 0.66291 < fabs(x) < sqrt(32) !need all 0.39894151208813466764 8.8831497943883759412 93.506656132177855979 597.27027639480026226 2494.5375852903726711 6848.1904505362823326 11602.651437647350124 9842.7148383839780218 1.0765576773720192317e-8 22.266688044328115691 235.38790178262499861 1519.377599407554805 6485.558298266760755 18615.571640885098091 34900.952721145977266 38912.003286093271411 19685.429676859990727 !msgprefix sqrt(32) < fabs(x) !need all 0.21589853405795699 0.1274011611602473639 0.022235277870649807 0.001421619193227893466 2.9112874951168792e-5 0.02307344176494017303 1.28426009614491121 0.468238212480865118 0.0659881378689285515 0.00378239633202758244 7.29751555083966205e-5 numbers-0.2.2/ndb/maths/statistics/all.txt0000644000000000000000000000033411353723244017252 0ustar rootroot# all.txt, 27 Mar 10 !include chi-squared.txt !include cornish-fisher.txt !include cumden-stan-normal.txt !include edgeworth-series.txt !include gaussian-cdf.txt !include normal-dist.txt !include students-t-distrib.txt numbers-0.2.2/ndb/maths/cos_kpi-24.txt0000644000000000000000000000132111352124564016156 0ustar rootroot# cos_kpi-24.txt, 22 Mar 10 # cos(k*pi/24) k = 1, ...,11 # Chebyshev expansion using in numeric integration # using the generalized clenshaw-curtis method !title Numeric integration (generalized clenshaw-curtis method) !fuzz 0.00000001 !msgpostfix cos(k*pi/24) k = 1, ...,11 !need all 0.9914448613 7381041114 4557526928 563 0.9659258262 8906828674 9743199728 897 0.9238795325 1128675612 8183189396 788 0.8660254037 8443864676 3723170752 936 0.7933533402 9123516457 9776961501 299 0.7071067811 8654752440 0844362104 849 0.6087614290 0872063941 6097542898 164 0.5000000000 0000000000 0000000000 000 0.3826834323 6508977172 8459984030 399 0.2588190451 0252076234 8898837624 048 0.1305261922 2005159154 8406227895 489 numbers-0.2.2/ndb/maths/trig_calc.txt0000644000000000000000000012130011357156372016242 0ustar rootroot# trig_calc.txt, 7 Apr 10 # Numbers originally from # Cody and Waite, "Software Manual For The Elementary Functions". !fuzz 0.00000001 !title trig function calculation !msgpostfix arcsin/arccos from Cody & Waite (fixed-point mantissa <= 24 bits)\n !need all 0.08333 31098 -0.04500 65898 # 0.50000 00000 -0.49507 79396 0.08922 78749 !msgpostfix arcsin/arccos from Cody & Waite (fixed-point 25 to 36 bit mantissa)\n !need all 0.08333 33331 91669 -0.08800 38762 68233 0.01800 43563 66662 0.50000 00000 00000 -0.75302 33061 60715 0.31295 90818 27048 -0.03028 47984 82806 !msgpostfix arcsin/arccos from Cody & Waite (fixed-point 37 to 48 bit mantissa)\n !need all 0.04166 66666 66628 83 -0.06554 00387 86926 70 0.02912 89116 60093 97 -0.00319 21054 85259 50 0.25000 00000 00000 00 -0.50574 02327 43102 17 0.33539 22897 63774 92 -0.08018 59602 95834 55 0.00488 05915 81071 13 !msgpostfix arcsin/arccos from Cody & Waite (mantissa <= 24 bits)\n !need all 0.93393 5835 e+0 -0.50440 0557 e+0 0.56036 3004 e+1 -0.55484 6723 e+1 # 0.10000 0000 e+1 !msgpostfix arcsin/arccos from Cody & Waite (25 to 36 bit mantissa)\n !need all -0.27516 55529 0596 e+1 0.29058 76237 4859 e+1 -0.59450 14419 3246 e+0 -0.16509 93320 2424 e+2 0.24864 72896 9164 e+2 -0.10333 86707 2113 e+2 # 0.10000 00000 0000 e+1 !msgpostfix arcsin/arccos from Cody & Waite (37 to 48 bit mantissa)\n !need all 0.85372 16436 67719 50 e+1 -0.13428 70791 34253 12 e+2 0.59683 15761 77515 34 e+1 -0.65404 06899 93350 09 e+0 0.51223 29862 01096 91 e+2 -0.10362 27318 64014 80 e+3 0.68719 59765 38088 06 e+2 -0.16429 55755 74951 70 e+2 # 0.10000 00000 00000 00 e+1 !msgpostfix arcsin/arccos from Cody & Waite (49 to 60 bit mantissa)\n !need all -0.27368 49452 41642 55994 e+2 0.57208 22787 78917 31407 e+2 -0.39688 86299 75048 77339 e+2 0.10152 52223 38064 63645 e+2 -0.69674 57344 73506 46411 e+0 -0.16421 09671 44985 60795 e+3 0.41714 43024 82604 12556 e+3 -0.38186 30336 17501 49284 e+3 0.15095 27084 10306 04719 e+3 -0.23823 85915 36702 38830 e+2 # 0.10000 00000 00000 00000 e+1 !msgpostfix arctan from Cody & Waite (fixed-point mantissa <= 24 bits)\n !need all -0.47083 25141 0.05090 95825 0.70625 03702 # 0.50000 00000 !msgpostfix arctan from Cody & Waite (fixed-point 25 to 32 bit mantissa)\n !need all -0.36002 08621 86 -0.18000 67122 25 0.54003 12986 49 0.59402 82307 49 # 0.12500 00000 00 !msgpostfix arctan from Cody & Waite (fixed-point 33 to 50 bit mantissa)\n !need all -0.26714 54200 16400 69 -0.26715 31158 54956 46 -0.04964 94559 63021 02 0.40071 81300 24749 50 0.64116 05517 63182 67 0.28743 41765 10949 94 0.03125 00000 00000 00 !msgpostfix arctan from Cody & Waite (mantissa <= 24 bits)\n !need all -0.47083 25141 e+0 -0.50909 58253 e-1 0.14125 00740 e+1 0.10000 00000 e+1 !msgpostfix arctan from Cody & Waite (25 to 32 bit mantissa)\n !need all -0.14400 83448 74 e+1 -0.7002 68488 98 e+0 0.43202 50389 19 e+1 0.47522 25845 99 e+1 # 0.10000 00000 00 e+1 !msgpostfix arctan from Cody & Waite (33 to 50 bit mantissa)\n !need all -0.42743 26720 26241 096 e+1 -0.42744 49853 67930 329 e+1 -0.79439 12954 08336 251 e+0 0.12822 98016 07919 841 e+2 0.20517 13765 64218 456 e+2 0.91978 93648 35039 806 e+1 # 0.10000 00000 00000 000 e+1 !msgpostfix arctan from Cody & Waite (51 to 60 bit mantissa)\n !need all -0.13688 76889 41919 26929 e+2 -0.20505 85519 58616 51981 e+2 -0.84946 24035 13206 83534 e+1 -0.83758 29936 81500 59274 e+0 0.41066 30668 25757 81263 e+2 0.86157 34959 71302 42515 e+2 0.59578 43614 25973 44465 e+2 0.15024 00116 00285 76121 e+2 # 0.10000 00000 00000 00000 e+1 !msgpostfix sin/cos from Cody & Waite (fixed-point mantissa <= 24 bits)\n !need all -0.66666 62674 0.13332 84022 -0.01267 67480 0.00066 60872 !msgpostfix sin/cos from Cody & Waite (fixed-point 25 to 32 bit mantissa)\n !need all -0.66666 66643 530 0.13333 32915 289 -0.01269 81330 068 0.00070 46136 593 -0.00002 44411 867 !msgpostfix sin/cos from Cody & Waite (fixed-point 33 to 50 bit mantissa)\n !need all -0.66666 66666 66638 613 0.13333 33333 32414 742 -0.01269 84126 86862 404 0.00070 54673 00385 092 -0.00002 06531 15784 674 0.00000 00120 76093 891 !msgpostfix sin/cos from Cody & Waite (fixed-point 51 to 60 bit mantissa)\n !need all -0.66666 66666 66666 60209 0.13333 33333 33330 64050 -0.01269 84126 98369 17789 0.00070 54673 71779 91056 -0.00002 56533 57361 43317 0.00000 06577 74038 64562 -0.00000 00125 22156 53481 0.00000 00001 78289 31802 !msgpostfix sin/cos from Cody & Waite (mantissa <= 24 bits)\n !need all -0.16666 65668 e+0 0.83330 25139 e-2 -0.19807 41872 e-3 0.26019 03036 e-5 !msgpostfix sin/cos from Cody & Waite (25 to 32 bit mantissa)\n !need all -0.16666 66660 883 e+0 0.83333 30720 556 e-2 -0.19840 83282 313 e-3 0.27523 97106 775 e-5 -0.23868 34640 601 e-7 !msgpostfix sin/cos from Cody & Waite (33 to 50 bit mantissa)\n !need all -0.16666 66666 66659 653 e+0 0.83333 33333 27592 139 e-2 -0.19841 26982 32225 068 e-3 0.27557 31642 12926 457 e-5 -0.25051 87088 34705 760 e-7 0.16047 84463 23816 900 e-9 -0.73706 62775 07114 174 e-12 !msgpostfix sin/cos from Cody & Waite (51 to 60 bit mantissa)\n # 3.1416015625 # -8.908910206761537356617e-6 !need all -0.16666 66666 66666 65052 e+0 0.83333 33333 33316 50314 e-2 -0.19841 26984 12018 40457 e-3 0.27557 31921 01527 56119 e-5 -0.25052 10679 82745 84544 e-7 0.16058 93649 03715 89114 e-9 -0.76429 17806 89104 67734 e-12 0.27204 79095 78888 46175 e-14 !msgpostfix tan/cotan from Cody & Waite (fixed-point mantissa <= 22 bits)\n !need all 0.16666 75142 -0.00083 48534 # 0.50000 00000 -0.20248 56694 !msgpostfix tan/cotan from Cody & Waite (fixed-point 23 to 32 bit mantissa)\n !need all 0.16666 66658 406 -0.00744 91186 974 # 0.50000 00000 000 -0.22234 73860 140 0.00798 66960 665 !msgpostfix tan/cotan from Cody & Waite (fixed-point 33 to 52 bit mantissa)\n !need all 0.16666 66666 66665 2540 -0.01026 94672 90449 3698 0.00010 04822 04626 8875 # 0.50000 00000 00000 0000 -0.23080 84018 71452 4420 0.01167 24264 11034 3640 -0.00010 42240 22110 1935 !msgpostfix tan/cotan from Cody & Waite (mantissa <= 24 bits)\n !need all # 0.10000 0000 e+1 -0.95801 7723 e-1 # 0.10000 0000 e+1 -0.42913 5777 e+0 0.97168 5835 e-2 !msgpostfix tan/cotan from Cody & Waite (25 to 32 bit mantissa)\n !need all # 0.10000 00000 000 e+1 -0.11136 14403 566 e+0 0.10751 54738 488 e-2 # 0.10000 00000 000 e+1 -0.44469 47720 281 e+0 0.15973 39213 300 e-1 !msgpostfix tan/cotan from Cody & Waite (33 to 53 bit mantissa)\n !need all # 0.10000 00000 00000 0000 e+1 -0.12828 34704 09574 3847 e+0 0.28059 18241 16998 8906 e-2 -0.74836 34966 61206 5149 e-5 # 0.10000 00000 00000 0000 e+1 -0.46161 68037 42904 8840 e+0 0.23344 85282 20687 2802 e-1 -0.20844 80442 20387 0948 e-3 !msgpostfix tan/cotan from Cody & Waite (53 to 60 bit mantissa)\n # 3217.0 / 2048.0 # -4.454455103380768678308e-6 !need all # 0.10000 00000 00000 00000 e+1 -0.13338 35000 64219 60681 e+0 0.34248 87823 58905 89960 e-2 -0.17861 70734 22544 26711 e-4 # 0.1000 00000 00000 000000 e+1 -0.46671 68333 97552 94240 e+0 0.25663 83228 94401 12864 e-1 -0.31181 53190 70100 27307 e-3 0.49819 43399 37865 12270 e-6 !msgpostfix sinh/cosh from Cody & Waite (fixed-point mantissa <= 24 bits)\n !need all 0.16666 7338 e+0 0.83299 1192 e-2 0.20393 9897 e-3 !msgpostfix sinh/cosh from Cody & Waite (fixed-point 25 to 32 bit mantissa)\n !need all 0.16666 66643 02 e+0 0.83333 52592 90 e-2 0.19835 81244 79 e-3 0.28185 23941 73 e-5 !msgpostfix sinh/cosh from Cody & Waite (fixed-point 33 to 40 bit mantissa)\n !need all 0.16666 66666 7209 e+0 0.83333 33269 0119 e-2 0.19841 29762 2826 e-3 0.27551 91453 3845 e-5 0.25535 00764 7784 e-7 !msgpostfix sinh/cosh from Cody & Waite (fixed-point 41 to 50 bit mantissa)\n !need all 0.16666 66666 66657 93 e+0 0.83333 33333 47538 58 e-2 0.19841 26975 50150 70 e-3 0.27557 34409 51771 46 e-5 0.25048 43562 94822 61 e-7 0.16327 26568 62665 98 e-9 !msgpostfix sinh/cosh from Cody & Waite (mantissa <= 24 bits)\n !need all -0.71379 3159 e+1 -0.19033 3399 e+0 -0.42827 7109 e+2 # 0.10000 0000 e+1 !msgpostfix sinh/cosh from Cody & Waite (25 to 40 bit mantissa)\n !need all 0.10622 28883 7151 e+4 0.31359 75645 6058 e+2 0.34364 14035 8506 e+0 0.63733 73302 1822 e+4 -0.13051 01250 9199 e+3 # 0.10000 00000 0000 e+1 !msgpostfix sinh/cosh from Cody & Waite (41 to 50 bit mantissa)\n !need all 0.23941 43592 30500 69 e+4 0.85943 28483 85490 10 e+2 0.13286 42866 92242 29 e+1 0.77239 39820 29419 23 e-2 0.14364 86155 38302 92 e+5 -0.20258 33686 64278 69 e+3 # 0.10000 00000 00000 00 e+1 !msgpostfix sinh/cosh from Cody & Waite (51 to 60 bit mantissa)\n # 0.69316101074218750000e+0 # 0.24999308500451499336e+0 # 0.13830277879601902638e-4 !need all -0.35181 28343 01771 17881 e+6 -0.11563 52119 68517 68270 e+5 -0.16375 79820 26307 51372 e+3 -0.78966 12741 73570 99479 e+0 -0.21108 77005 81062 71242 e+7 0.36162 72310 94218 36460 e+5 -0.27773 52311 96507 01667 e+3 # 0.10000 00000 00000 00000 e+1 !msgpostfix tanh from Cody & Waite (fixed-point mantissa <= 24 bits)\n !need all -0.20594 32032 -0.00095 77527 0.61782 89136 # 0.25000 00000 !msgpostfix exp from Cody & Waite (fixed-point 25 to 36 bit mantissa)\n !need all -0.16456 21718 76916 -0.00729 40215 35344 0.49368 65157 46738 0.21935 66677 38052 0.00781 25000 00000 !msgpostfix exp from Cody & Waite (fixed-point 37 to 48 bit mantissa)\n !need all -0.14890 25189 60799 158 -0.00721 23976 13392 670 -0.00000 28314 39213 644 0.44670 75568 82545 442 0.20032 02155 87335 741 0.00781 25000 00000 000 !msgpostfix tanh from Cody & Waite (mantissa <= 24 bits)\n !need all -0.82377 28127 e+0 -0.38310 10665 e-2 0.24713 19654 e+1 # 0.10000 00000 e+1 !msgpostfix tanh from Cody & Waite (25 to 36 bit mantissa)\n !need all -0.21063 95800 0245 e+2 -0.93363 47565 2401 e+0 0.63191 87401 5582 e+2 0.28077 65347 0471 e+2 # 0.10000 00000 0000 e+1 !msgpostfix tanh from Cody & Waite (37 to 48 bit mantissa)\n !need all -0.19059 52242 69822 92 e+2 -0.92318 68945 14261 77 e+0 -0.36242 42193 46421 73 e-3 0.57178 56728 09658 17 e+2 0.25640 98759 51789 75 e+2 # 0.10000 00000 00000 00 e+1 !msgpostfix tanh from Cody & Waite (49 to 60 bit mantissa)\n !need all -0.16134 11902 39962 28053e+4 -0.99225 92967 22360 83313e+2 -0.96437 49277 72254 69787e+0 0.48402 35707 19886 88686e+4 0.22337 72071 89623 12926e+4 0.11274 47438 05349 49335e+3 # 0.10000 00000 00000 00000e+1 !msgpostfix exp from Cody & Waite (fixed-point mantissa <= 29 bits)\n !need all 0.24999 99995 0 0.00416 02886 3 # 0.50000 00000 0 0.04998 71787 8 !msgpostfix exp from Cody & Waite (fixed-point 30 to 42 bit mantissa)\n !need all 0.24999 99999 9992 0.00595 04254 9776 0.50000 00000 0000 0.05356 75176 4522 0.00029 72936 3682 !msgpostfix exp from Cody & Waite (fixed-point 43 to 56 bit mantissa)\n !need all 0.24999 99999 99999 993 0.00694 36000 15117 929 0.00001 65203 30026 828 0.50000 00000 00000 000 0.05555 38666 96900 119 0.00049 58628 84905 441 !msgpostfix exp from Cody & Waite (mantissa <= 29 bits)\n !need all 0.24999 99995 0 e+0 0.41602 88626 8 e-2 # 0.50000 00000 0 e+0 0.49987 17877 8 e-1 !msgpostfix exp from Cody & Waite (30 to 42 bit mantissa)\n !need all 0.24999 99999 9992 e+0 0.59504 25497 7591 e-2 0.50000 00000 0000 e+0 0.53567 51764 5222 e-1 0.29729 36368 2238 e-3 !msgpostfix exp from Cody & Waite (43 to 56 bit mantissa)\n !need all 0.24999 99999 99999 993 e+0 0.69436 00015 11792 852 e-2 0.16520 33002 68279 130 e-4 0.50000 00000 00000 000 e+0 0.55553 86669 69001 188 e-1 0.49586 28849 05441 294 e-3 !msgpostfix exp from Cody & Waite (57 to 65 bit mantissa)\n # 355.0/512.0 # -2.1219444005469058277e-4 !need all # 0.25000 00000 00000 00000 e+0 0.75753 18015 94227 76666 e-2 0.31555 19276 56846 46356 e-4 # 0.50000 00000 00000 00000 e+0 0.56817 30269 85512 21787 e-1 0.63121 89437 43985 03557 e-3 0.75104 02839 98700 46114 e-6 !msgpostfix ln/log from Cody & Waite (fixed-point mantissa <= 24 bits)\n !need all 0.06908 84357 0.82908 97767 -0.12500 00000 !msgpostfix ln/log from Cody & Waite (fixed-point 25 to 32 bit mantissa)\n !need all 0.01360 09546 862 0.04862 85276 587 0.69735 92187 803 -0.12500 00000 000 !msgpostfix ln/log from Cody & Waite (fixed-point 33 to 48 bit mantissa)\n !need all 0.00444 45515 10980 33 0.05523 07791 33055 91 -0.00889 05729 08757 20 0.70010 94180 58381 82 -0.22363 05368 10708 18 0.01562 50000 00000 00 !msgpostfix ln/log from Cody & Waite (25 to 32 bit mantissa)\n !need all -0.46490 62303 464 e+0 0.13600 95468 621 e-1 -0.55788 73750 242 e+1 # 0.10000 00000 000 e+1 !msgpostfix ln/log from Cody & Waite (33 to 48 bit mantissa)\n !need all 0.37339 16896 31608 66 e+1 -0.63260 86623 38596 65 e+0 0.44445 51510 98033 23 e-2 0.44807 00275 57364 36 e+2 -0.14312 34535 58853 24 e+2 # 0.10000 00000 00000 00 e+1 !msgpostfix ln/log from Cody & Waite (49 to 60 bit mantissa)\n # 355.0/512.0 # -2.121944400546905827679e-4 !need all -0.64124 94342 37455 81147 e+2 0.16383 94356 30215 34222 e+2 -0.78956 11288 74912 57267 e+0 -0.76949 93210 84948 79777 e+3 0.31203 22209 19245 32844 e+3 -0.35667 97773 90346 46171 e+2 # 0.10000 00000 00000 00000 e+1 #!msgpostfix pow from Cody & Waite (fixed-point 25 to 36 bit mantissa)\n # #!need all #0.00130 20832 59758 #0.00000 30533 41066 # # #!msgpostfix pow from Cody & Waite (fixed-point 37 to 50 bit mantissa)\n # #!need all #0.00130 20833 33345 65 #0.00000 30517 57315 68 #0.00000 00085 21363 65 !msgpostfix pow from Cody & Waite (fixed-point mantissa <= 24 bits)\n !need all 0.69314 675 0.24018 510 0.5436 038 !msgpostfix pow from Cody & Waite (fixed-point 25 to 45 bit mantissa)\n !need all 0.69314 71805 56341 0.24022 65061 44710 0.05550 40488 13077 0.00961 62065 95838 0.00130 52551 59428 !msgpostfix pow from Cody & Waite (fixed-point 46 to 52 bit mantissa)\n !need all 0.69314 71805 59937 815 0.24022 65069 56777 522 0.05550 41084 24756 866 0.00961 81176 91387 241 0.00133 30810 11340 821 0.00015 07740 61788 142 !msgpostfix pow from Cody & Waite (25 to 36 bit mantissa)\n !need all 0.83333 32861 45 e-1 0.12506 48500 52 e-1 !msgpostfix pow from Cody & Waite (25 to 45 bit mantissa)\n !need all 0.69314 71805 56341 e+0 0.24022 65061 44710 e+0 0.55504 04881 30765 e-1 0.96161 06595 83789 e-2 0.13052 55159 42810 e-2 !msgpostfix pow from Cody & Waite (37 to 50 bit mantissa)\n !need all 0.83333 33333 41213 6 e-1 0.12499 99796 50060 8 e-1 0.22338 24352 81541 8 e-2 !msgpostfix pow from Cody & Waite (46 to 52 bit mantissa)\n !need all 0.69314 71805 59937 815 e+0 0.24022 65069 56777 522 e+0 0.55504 10842 47568 661 e-1 0.96181 17691 38724 104 e-2 0.13330 81011 34082 075 e-2 0.15077 40617 88142 382 e-3 !msgpostfix pow from Cody & Waite (51 to 64 bit mantissa)\n # 0.44269504088896340736e+0 !need all 0.83333 33333 33332 11405 e-1 0.12500 00000 05037 99174 e-1 0.22321 42128 59242 58967 e-2 0.43445 77567 21631 19635 e-3 !msgpostfix pow from Cody & Waite (53 to 64 bit mantissa)\n !need all 0.69314 71805 59945 29629 e+0 0.24022 65069 59095 37056 e+0 0.55504 10866 40855 95326 e-1 0.96181 29059 51724 16964 e-2 0.13333 54131 35857 84703 e-2 0.15400 29044 09897 64601 e-3 0.14928 85268 05956 08186 e-4 # 0.10000000000000000e+1 #0.95760328069857365 #0.91700404320467114 #0.87812608018664963 #0.84089641525371447 #0.80524516597462714 #0.77110541270397030 #0.73841307296974960 #0.70710678118654755 #0.67712777346844630 #0.64841977732550475 #0.62092890603674195 #0.59460355750136049 #0.56939431737834578 #0.54525386633262877 #0.52213689121370681 # 0.50000000000000000 !msgpostfix e^x calculated using Taylors series\n !need all 0.5000000000000000000000000000000000000000 0.1666666666666666666666666666666666666666 0.0416666666666666666666666666666666666666 0.0083333333333333333333333333333333333333 0.0013888888888888888888888888888888888888 0.0001984126984126984126984126984126984126 0.0000248015873015873015873015873015873015 0.0000027557319223985890652557319223985890 #0.0000000001605904383682161459939237717015 | 1/13! #0.0000000000114707455977297247138516979786 | 1/14! !msgpostfix cos calculated using Taylors series\n !need all -0.5000000000000000000000000000000000000000 0.0416666666666666666666666666666666666666 -0.0013888888888888888888888888888888888888 0.0000248015873015873015873015873015873015 -0.0000002755731922398589065255731922398589 0.0000000020876756987868098979210090321201 #-0.0000000000114707455977297247138516979786 | 1/14! !msgpostfix sin calculated using Taylors series\n !need all -0.1666666666666666666666666666666666666666 0.0083333333333333333333333333333333333333 -0.0001984126984126984126984126984126984126 0.0000027557319223985890652557319223985890 -0.0000000250521083854417187750521083854417 #-0.0000000001605904383682161459939237717015 | 1/13! !msgpostfix cosh calculated using Taylors series\n !need all 0.5000000000000000000000000000000000000000 0.0416666666666666666666666666666666666666 0.0013888888888888888888888888888888888888 0.0000248015873015873015873015873015873015 0.0000002755731922398589065255731922398589 0.0000000020876756987868098979210090321201 #0.0000000000114707455977297247138516979786 | 1/14! !msgpostfix sinh calculated using Taylors series\n !need all 0.1666666666666666666666666666666666666666 0.0083333333333333333333333333333333333333 0.0001984126984126984126984126984126984126 0.0000027557319223985890652557319223985890 0.0000000250521083854417187750521083854417 #0.0000000001605904383682161459939237717015 | 1/13! !fuzz 0.00000001 # Pade' coefficients for exp(x) - 1 # [A similar the approach used to calculate e^x-1] # Theoretical peak relative error = 2.2e-37, # relative peak error spread = 9.2e-38 # 128-bit accuracy # Cephes Math Library Release 2.2: December, 1990 !msgpostfix Calculate exp(x), Cephes math library\n !need all 3.279723985560247033712687707263393506266E-10 6.141506007208645008909088812338454698548E-7 2.708775201978218837374512615596512792224E-4 3.508710990737834361215404761139478627390E-2 9.999999999999999999999999999999999998502E-1 2.980756652081995192255342779918052538681E-12 1.771372078166251484503904874657985291164E-8 1.504792651814944826817779302637284053660E-5 3.611828913847589925056132680618007270344E-3 2.368408864814233538909747618894558968880E-1 2.000000000000000000000000000000000000150E0 # Range reduction is accomplished by separating the argument # into an integer k and fraction f such that # # x k f # e = 2 e. # # An expansion x + .5 x^2 + x^3 R(x) approximates exp(f) - 1 # in the basic range [-0.5 ln 2, 0.5 ln 2]. # 128-bit accuracy # Cephes Math Library Release 2.9: April, 2001 !msgpostfix Calculate exp(x)-1, Cephes math library\n !need all 2.943520915569954073888921213330863757240E8 -5.722847283900608941516165725053359168840E7 8.944630806357575461578107295909719817253E6 -7.212432713558031519943281748462837065308E5 4.578962475841642634225390068461943438441E4 -1.716772506388927649032068540558788106762E3 4.401308817383362136048032038528753151144E1 -4.888737542888633647784737721812546636240E-1 1.766112549341972444333352727998584753865E9 -7.848989743695296475743081255027098295771E8 1.615869009634292424463780387327037251069E8 -2.019684072836541751428967854947019415698E7 1.682912729190313538934190635536631941751E6 -9.615511549171441430850103489315371768998E4 3.697714952261803935521187272204485251835E3 -8.802340681794263968892934703309274564037E1 # Q8 = 1.000000000000000000000000000000000000000E0 */ # C1 + C2 = ln 2 */ 6.93145751953125E-1 1.428606820309417232121458176568075500134E-6 # ln 2^-114 */ -7.9018778583833765273564461846232128760607E1 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # If |x| < 0.5, the function is approximated by a rational # form x + x**3 P(x)/Q(x). Otherwise, # # asinh(x) = log( x + sqrt(1 + x*x) ). # arcsinh(x) = x + x^3 R(x^2) # Theoretical peak relative error = 8.4e-36 # relative peak error spread = 1.4e-7 !msgpostfix Calculate asinh(x), Cephes math library\n !need all -8.104404283317298189545629468767571317688E-1 -4.954206127425209147110732546633675599008E1 -8.438175619831548439550086251740438689853E2 -6.269710069245210459536983820505214648057E3 -2.418935474493501382372711518024193326434E4 -5.208121780431312783866941311277024486498E4 -6.302755086521614763280617114866439227971E4 -4.003566436224198252093684987323233921339E4 -1.037690841528359305134494613113086980551E4 # 1.000000000000000000000000000000000000000E0 */ 8.175806439951395194771977809279448392548E1 1.822215299975696008284027212745010251320E3 1.772040003462901790853111853838978236828E4 9.077625379864046240143413577745818879353E4 2.675554475070211205153169988669677418808E5 4.689758557916492969463473819426544383586E5 4.821923684550711724710891114802924039911E5 2.682316388947175963642524537892687560973E5 6.226145049170155830806967678679167550122E4 # acoshl domain |x| < 1 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 !msgpostfix Calculate acosh(x), Cephes math library\n !need all 1.895467874386341763387398084072833727168E-1 6.443902084393244878979969557171256604767E1 3.914593556594721458616408528941154205393E3 9.164040999602964494412169748897754668733E4 1.065909694792026382660307834723001543839E6 6.899169896709615182428217047370629406305E6 2.599781868717579447900896150777162652518E7 5.663733059389964024656501196827345337766E7 6.606302846870644033621560858582696134512E7 3.190482951215438078279772140481195200593E7 # 1.000000000000000000000000000000000000000E0 */ 1.635418024331924674147953764918262009321E2 7.290983678312632723073455563799692165828E3 1.418207894088607063257675159183397062114E5 1.453154285419072886840913424715826321357E6 8.566841438576725234955968880501739464425E6 3.003448667795089562511136059766833630017E7 6.176592872899557661256383958395266919654E7 6.872176426138597206811541870289420510034E7 3.190482951215438078279772140481195226621E7 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # atanh(x) = x + x^3 R(x^2) # Theoretical peak relative error = 7.0e-37 # relative peak error spread = 2.7e-6 !msgpostfix Calculate atanh(x), Cephes math library\n !need all -9.217569843805850417698565442251656375681E-1 5.321929116410615470118183794063211260728E1 -9.139522976807685333981548145417830690552E2 7.204314536952949779101646454146682033772E3 -3.097809640165146436529075324081668598891E4 7.865376554210973897486215630898496100534E4 -1.211716814094785128366087489224821937203E5 1.112669508789123834670923967462068457013E5 -5.600242872292477863751728708249167956542E4 1.188901082233997739779618679364295772810E4 # 1.000000000000000000000000000000000000000E0 */ -6.807348436010016270202879229504392062418E1 1.386763299649315831625106608182196351693E3 -1.310805752656879543134785263832907269320E4 6.872174720355764193772953852564737816928E4 -2.181008360536226513009076189881617939380E5 4.362736119602298592874941767284979857248E5 -5.535251007539393347687001489396152923502E5 4.321594849688346708841188057241308805551E5 -1.894075056489862952285849974761239845873E5 3.566703246701993219338856038092901974725E4 # sinhl domain |x| < 1 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 !msgpostfix Calculate sinh(x), Cephes math library\n !need all 1.622194395724068297909052717437740288268E3 1.124862584587770079742188354390171794549E6 3.047548980769660162696832999871894196102E8 3.966215348072348368191433063260384329745E10 2.375869584584371194838551715348965605295E12 6.482835792103233269752264509192030816323E13 # 1.000000000000000000000000000000000000000E0 */ -9.101683853129357776079049616394849086007E2 4.486400519836461218634448973793765123186E5 -1.492531313030440305095318968983514314656E8 3.457771488856930054902696708717192082887E10 -5.193289868803472640225483235513427062460E12 3.889701475261939961851358705515223019890E14 # 128-bit accuracy # Cephes Math Library Release 2.1: February, 1989 # A rational function is used for |x| < 0.625. The form # x + x**3 P(x)/Q(x) of Cody _& Waite is employed. # Otherwise, # tanh(x) = sinh(x)/cosh(x) = 1 - 2/(exp(2x) + 1). # tanh(x) = x + x^3 R(x^2) # 0 <= x <= 0.625 # Theoretical peak relative error = 7.7e-37, # relative peak error spread = 3.9e-11 !msgpostfix Calculate tanh(x), Cephes math library\n !need all -6.505693197948351084912624750702492767503E-6 -9.804083860188429726356968570322356183383E-1 -5.055287638900473250703725789725376004355E2 -7.307477148073823966594990496301416814519E4 -3.531606586182691280701462523692471322688E6 -4.551377146142783468144190926206842300707E7 # 1.000000000000000000000000000000000000000E0 */ 5.334865598460027935735737253027154828002E2 8.058475607422391042912151298751537172870E4 4.197073523796142343374222405869721575491E6 6.521134551226147545983467868553677881771E7 1.365413143842835040443257277862054198329E8 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # sin(x) = x + x^3 P(x^2) # Theoretical peak relative error = 5.6e-39 # relative peak error spread = 1.7e-9 !msgpostfix Calculate sin(x), Cephes math library\n !need all 6.410290407010279602425714995528976754871E-26 -3.868105354403065333804959405965295962871E-23 1.957294039628045847156851410307133941611E-20 -8.220635246181818130416407184286068307901E-18 2.811457254345322887443598804951004537784E-15 -7.647163731819815869711749952353081768709E-13 1.605904383682161459812515654720205050216E-10 -2.505210838544171877505034150892770940116E-8 2.755731922398589065255731765498970284004E-6 -1.984126984126984126984126984045294307281E-4 8.333333333333333333333333333333119885283E-3 -1.666666666666666666666666666666666647199E-1 7.853981633974483067550664827649598009884357452392578125E-1 2.8605943630549158983813312792950660807511260829685741796657E-18 2.1679525325309452561992610065108379921905808E-35 # cos(x) = 1 - .5 x^2 + x^2 (x^2 P(x^2)) # Theoretical peak relative error = 2.1e-37, # relative peak error spread = 1.4e-8 !msgpostfix Calculate cos(x), Cephes math library\n !need all 1.601961934248327059668321782499768648351E-24 -8.896621117922334603659240022184527001401E-22 4.110317451243694098169570731967589555498E-19 -1.561920696747074515985647487260202922160E-16 4.779477332386900932514186378501779328195E-14 -1.147074559772972328629102981460088437917E-11 2.087675698786809897637922200570559726116E-9 -2.755731922398589065255365968070684102298E-7 2.480158730158730158730158440896461945271E-5 -1.388888888888888888888888888765724370132E-3 4.166666666666666666666666666666459301466E-2 7.853981633974483067550664827649598009884357452392578125E-1 2.8605943630549158983813312792950660807511260829685741796657E-18 2.1679525325309452561992610065108379921905808E-35 # 128-bit accuracy # Cephes Math Library Release 2.2: December, 1990 # tan(x) = x + x^3 P(x^2) # 0 <= |x| <= pi/4 # Theoretical peak relative error = 4.3e-38 # relative peak error spread = 6.1e-11 !msgpostfix Calculate tan(x), Cephes math library\n !need all -9.889929415807650724957118893791829849557E-1 1.272297782199996882828849455156962260810E3 -4.249691853501233575668486667664718192660E5 5.160188250214037865511600561074819366815E7 -2.307030822693734879744223131873392503321E9 2.883414728874239697964612246732416606301E10 # 1.000000000000000000000000000000000000000E0 */ -1.317243702830553658702531997959756728291E3 4.529422062441341616231663543669583527923E5 -5.733709132766856723608447733926138506824E7 2.758476078803232151774723646710890525496E9 -4.152206921457208101480801635640958361612E10 8.650244186622719093893836740197250197602E10 7.853981633974483067550664827649598009884357452392578125E-1 2.8605943630549158983813312792950660807511260829685741796657E-18 2.1679525325309452561992610065108379921905808E-35 # 128-bit accuracy # Cephes Math Library Release 2.2: December, 1990 # A rational function of the form x + x**3 P(x**2)/Q(x**2) # is used for |x| in the interval [0, 0.5]. If |x| > 0.5 it is # transformed by the identity # # asin(x) = pi/2 - 2 asin( sqrt( (1-x)/2 ) ). # arcsin(x) = x + x^3 R(x^2) # Theoretical peak relative error = 3.1e-37 # relative peak error spread = 9.4e-6 # # Analytically, acos(x) = pi/2 - asin(x). However if |x| is # near 1, there is cancellation error in subtracting asin(x) # from pi/2. Hence if x < -0.5, # # acos(x) = pi - 2.0 * asin( sqrt((1+x)/2) ); # # or if x > +0.5, # # acos(x) = 2.0 * asin( sqrt((1-x)/2) ). !msgpostfix Calculate asin/acos(x), Cephes math library\n !need all -8.067112765482705313585175280952515549833E-1 4.845649797786849136525020822000172350977E1 -8.510195404865297879959793548843395926847E2 6.815196841370292688574521445731895826485E3 -2.967135182120339728996157454994675519735E4 7.612250656518818109652985996692466409670E4 -1.183360579752620455689557157684221905030E5 1.095432262510413338755837156377401348063E5 -5.554124580991113991999636773382495788705E4 1.187132626694762543537732514905488896985E4 # 1.000000000000000000000000000000000000000E0 */ -8.005471061732009595694099899234272342478E1 1.817324228942812880965069608562483918025E3 -1.867017317425756524289537002141956583706E4 1.048196619402464497478959760337779705622E5 -3.527040897897253459022458866536165564103E5 7.426302422018858001691440351763370029242E5 -9.863068411558756277454631976667880674474E5 8.025654653926121907774766642393757364326E5 -3.653000557802254281954969843055623398839E5 7.122795760168575261226395089432959614179E4 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # Returns radian angle between -pi/2 and +pi/2 whose tangent # is x. # # Range reduction is from four intervals into the interval # from zero to tan( pi/8 ). The approximant uses a rational # function of degree 3/4 of the form x + x**3 P(x)/Q(x). # atanh(x) = x + x^3 R(x^2) # Theoretical peak relative error = 7.0e-37 # relative peak error spread = 2.7e-6 # arctan(x) = x + x^3 P(x^2) # Theoretical peak relative error = 3.0e-36 # relative peak error spread = 6.6e-8 !msgpostfix Calculate atan(x), Cephes math library\n !need all -6.635810778635296712545011270011752799963E-4 -8.768423468036849091777415076702113400070E-1 -2.548067867495502632615671450650071218995E1 -2.497759878476618348858065206895055957104E2 -1.148164399808514330375280133523543970854E3 -2.792272753241044941703278827346430350236E3 -3.696264445691821235400930243493001671932E3 -2.514829758941713674909996882101723647996E3 -6.880597774405940432145577545328795037141E2 # 1.000000000000000000000000000000000000000E0 */ 3.566239794444800849656497338030115886153E1 4.308348370818927353321556740027020068897E2 2.494680540950601626662048893678584497900E3 7.928572347062145288093560392463784743935E3 1.458510242529987155225086911411015961174E4 1.547394317752562611786521896296215170819E4 8.782996876218210302516194604424986107121E3 2.064179332321782129643673263598686441900E3 # tan( 3*pi/8 ) */ 2.414213562373095048801688724209698078569672 # tan( pi/8 ) */ 0.414213562373095048801688724209698078569672 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # for log(x) = z + z^3 P(z^2)/Q(z^2), # where z = 2(x-1)/(x+1) # 1/sqrt(2) <= x < sqrt(2) # Theoretical peak relative error = 1.1e-35, # relative peak error spread 1.1e-9 !msgpostfix Calculate log(x), Cephes math library\n !need all -8.828896441624934385266096344596648080902E-1 8.057002716646055371965756206836056074715E1 -2.024301798136027039250415126250455056397E3 2.048819892795278657810231591630928516206E4 -8.977257995689735303686582344659576526998E4 1.418134209872192732479751274970992665513E5 # 1.000000000000000000000000000000000000000E0 */ -1.186359407982897997337150403816839480438E2 3.998526750980007367835804959888064681098E3 -5.748542087379434595104154610899551484314E4 4.001557694070773974936904547424676279307E5 -1.332535117259762928288745111081235577029E6 1.701761051846631278975701529965589676574E6 6.93145751953125E-1 1.428606820309417232121458176568075500134E-6 0.7071067811865475244008443621048490392848 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # Also uses tables for log(x) and log(x+1) # which are not listed below !msgpostfix Calculate base-10 log(x), Cephes math library\n !need all # log10(2) */ 0.3125 -1.14700043360188047862611052755069732318101185E-2 # log10(e) */ 0.5 -6.570551809674817234887108108339491770560299E-2 0.7071067811865475244008443621048490392848359 # 128-bit accuracy # Cephes Math Library Release 2.2: December, 1990 # Coefficients for log(1+x) = x - x**2/2 + x**3 P(x)/Q(x) # 1/sqrt(2) <= 1+x < sqrt(2) # Theoretical peak relative error = 5.3e-37, # relative peak error spread = 2.3e-14 !msgpostfix Calculate log(x+1), Cephes math library\n !need all 1.538612243596254322971797716843006400388E-6 4.998469661968096229986658302195402690910E-1 2.321125933898420063925789532045674660756E1 4.114517881637811823002128927449878962058E2 3.824952356185897735160588078446136783779E3 2.128857716871515081352991964243375186031E4 7.594356839258970405033155585486712125861E4 1.797628303815655343403735250238293741397E5 2.854829159639697837788887080758954924001E5 3.007007295140399532324943111654767187848E5 2.014652742082537582487669938141683759923E5 7.771154681358524243729929227226708890930E4 1.313572404063446165910279910527789794488E4 # 1.000000000000000000000000000000000000000E0 */ 4.839208193348159620282142911143429644326E1 9.104928120962988414618126155557301584078E2 9.147150349299596453976674231612674085381E3 5.605842085972455027590989944010492125825E4 2.248234257620569139969141618556349415120E5 6.132189329546557743179177159925690841200E5 1.158019977462989115839826904108208787040E6 1.514882452993549494932585972882995548426E6 1.347518538384329112529391120390701166528E6 7.777690340007566932935753241556479363645E5 2.626900195321832660448791748036714883242E5 3.940717212190338497730839731583397586124E4 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # Range reduction is accomplished by expressing the argument # as 10**x = 2**n 10**f, with |f| < 0.5 log10(2). # The Pade' form # # 1 + 2x P(x**2)/( Q(x**2) - P(x**2) ) !msgpostfix Calculate 10^x, Cephes math library\n !need all 6.781965388610215141646963666801877147888E1 4.930988843306627886355612005613845141123E4 9.112966716416345527154611203937593471620E6 5.880306836049276068401249115246879608067E8 1.294143447497151402129871056524193102276E10 6.737236378815985929063482575381049393067E10 # 1.000000000000000000000000000000000000000E0 */ 2.269602544366008200564158516293459788943E3 7.712352920905011963059413773034169405418E5 8.312829542416079818945631366865677745737E7 3.192530874297321568824835872165913128965E9 3.709588725051672862074295071447979432510E10 5.851889165195258152098281616369230806944E10 3.321928094887362347870319429489390175864831 3.01025390625e-1 4.6050389811952137388947244930267681898814621E-6 4.932075448958667902381898051166093750570023E3 # 128-bit accuracy # Cephes Math Library Release 2.2: December, 1990 !msgpostfix Calculate square root, Cephes math library\n !need all -0.20440583154734771959904 0.89019407351052789754347 0.31356706742295303132394 1.4142135623730950488017E0 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # Computes x raised to the yth power. Analytically, # # x**y = exp( y log(x) ). # # Following Cody and Waite, this program uses a lookup table # of 2**-i/32 and pseudo extended precision arithmetic to # obtain several extra bits of accuracy in both the logarithm # and the exponential. !msgpostfix Calculate x^y, Cephes math library\n !need all 8.3319510773868690346226E-4 4.9000050881978028599627E-1 1.7500123722550302671919E0 1.4000100839971580279335E0 # 1.0000000000000000000000E0*/ 5.2500282295834889175431E0 8.4000598057587009834666E0 4.2000302519914740834728E0 # A[i] = 2^(-i/32), rounded to IEEE long double precision. # If i is even, A[i] + B[i/2] gives additional accuracy. # 1.0000000000000000000000E0 9.7857206208770013448287E-1 9.5760328069857364691013E-1 9.3708381705514995065011E-1 9.1700404320467123175367E-1 8.9735453750155359320742E-1 8.7812608018664974155474E-1 8.5930964906123895780165E-1 8.4089641525371454301892E-1 8.2287773907698242225554E-1 8.0524516597462715409607E-1 7.8799042255394324325455E-1 7.7110541270397041179298E-1 7.5458221379671136985669E-1 7.3841307296974965571198E-1 7.2259040348852331001267E-1 7.0710678118654752438189E-1 6.9195494098191597746178E-1 6.7712777346844636413344E-1 6.6261832157987064729696E-1 6.4841977732550483296079E-1 6.3452547859586661129850E-1 6.2092890603674202431705E-1 6.0762367999023443907803E-1 5.9460355750136053334378E-1 5.8186242938878875689693E-1 5.6939431737834582684856E-1 5.5719337129794626814472E-1 5.4525386633262882960438E-1 5.3357020033841180906486E-1 5.2213689121370692017331E-1 5.1094857432705833910408E-1 5.0000000000000000000000E-1 # 0.0000000000000000000000E0 2.6176170809902549338711E-20 -1.0126791927256478897086E-20 1.3438228172316276937655E-21 1.2207982955417546912101E-20 -6.3084814358060867200133E-21 1.3164426894366316434230E-20 -1.8527916071632873716786E-20 1.8950325588932570796551E-20 1.5564775779538780478155E-20 6.0859793637556860974380E-21 -2.0208749253662532228949E-20 1.4966292219224761844552E-20 3.3540909728056476875639E-21 -8.6987564101742849540743E-22 -1.2327176863327626135542E-20 # 0.0000000000000000000000E0 # 2^x = 1 + x P(x), # on the interval -1/32 <= x <= 0 1.5089970579127659901157E-5 1.5402715328927013076125E-4 1.3333556028915671091390E-3 9.6181291046036762031786E-3 5.5504108664798463044015E-2 2.4022650695910062854352E-1 6.9314718055994530931447E-1 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # The argument is separated into its exponent and fractional # parts. If the exponent is between -1 and +1, the (natural) # logarithm of the fraction is approximated by # # log(1+x) = x - 0.5 x**2 + x**3 P(x)/Q(x). # # Otherwise, setting z = 2(x-1)/x+1), # # log(x) = z + z**3 P(z)/Q(z). # 1/sqrt(2) <= x < sqrt(2) # Theoretical peak relative error = 5.3e-37, # relative peak error spread = 2.3e-14 !msgpostfix Calculate base-2 log(x), Cephes math library\n !need all 1.538612243596254322971797716843006400388E-6 4.998469661968096229986658302195402690910E-1 2.321125933898420063925789532045674660756E1 4.114517881637811823002128927449878962058E2 3.824952356185897735160588078446136783779E3 2.128857716871515081352991964243375186031E4 7.594356839258970405033155585486712125861E4 1.797628303815655343403735250238293741397E5 2.854829159639697837788887080758954924001E5 3.007007295140399532324943111654767187848E5 2.014652742082537582487669938141683759923E5 7.771154681358524243729929227226708890930E4 1.313572404063446165910279910527789794488E4 # 1.000000000000000000000000000000000000000E0 */ 4.839208193348159620282142911143429644326E1 9.104928120962988414618126155557301584078E2 9.147150349299596453976674231612674085381E3 5.605842085972455027590989944010492125825E4 2.248234257620569139969141618556349415120E5 6.132189329546557743179177159925690841200E5 1.158019977462989115839826904108208787040E6 1.514882452993549494932585972882995548426E6 1.347518538384329112529391120390701166528E6 7.777690340007566932935753241556479363645E5 2.626900195321832660448791748036714883242E5 3.940717212190338497730839731583397586124E4 4.4269504088896340735992468100189213742664595E-1 7.071067811865475244008443621048490392848359E-1 # Coefficients for log(x) = z + z^3 P(z^2)/Q(z^2), # where z = 2(x-1)/(x+1) # 1/sqrt(2) <= x < sqrt(2) # Theoretical peak relative error = 1.1e-35, # relative peak error spread 1.1e-9 -8.828896441624934385266096344596648080902E-1 8.057002716646055371965756206836056074715E1 -2.024301798136027039250415126250455056397E3 2.048819892795278657810231591630928516206E4 -8.977257995689735303686582344659576526998E4 1.418134209872192732479751274970992665513E5 # 1.000000000000000000000000000000000000000E0 */ -1.186359407982897997337150403816839480438E2 3.998526750980007367835804959888064681098E3 -5.748542087379434595104154610899551484314E4 4.001557694070773974936904547424676279307E5 -1.332535117259762928288745111081235577029E6 1.701761051846631278975701529965589676574E6 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # Range reduction is accomplished by separating the argument # into an integer k and fraction f such that # x k f # 2 = 2 2. # # A Pade' form # # 1 + 2x P(x**2) / (Q(x**2) - x P(x**2) ) # # approximates 2**x in the basic range [-0.5, 0.5]. !msgpostfix Calculate 2^x, Cephes math library\n !need all # Pade' coefficients for 2^x - 1 # Theoretical peak relative error = 1.4e-40, # relative peak error spread = 6.8e-14 1.587171580015525194694938306936721666031E2 6.185032670011643762127954396427045467506E5 5.677513871931844661829755443994214173883E8 1.530625323728429161131811299626419117557E11 9.079594442980146270952372234833529694788E12 # 1.000000000000000000000000000000000000000E0 */ 1.236602014442099053716561665053645270207E4 2.186249607051644894762167991800811827835E7 1.092141473886177435056423606755843616331E10 1.490560994263653042761789432690793026977E12 2.619817175234089411411070339065679229869E13 !fuzz 0.000000000001 !msgpostfix Argument reduction to within range +/-pi/4\n !need all 3.14159265160560607910E0 1.98418714791870343106E-9 1.14423774522196636802E-17 numbers-0.2.2/ndb/maths/sin_cos.txt0000644000000000000000000000675511352021407015751 0ustar rootroot# # sin_cos.txt, 22 Mar 10 !fuzz 0.00000001 #!msgpostfix sin(pi/2^1)/cos(pi/2^1)\n #!need all #1.00000000000000000000 #0.00000000000000000001 !msgpostfix sin(pi/2^2)/cos(pi/2^2)\n !need all 0.70710678118654752439 0.70710678118654752440 !msgpostfix sin(pi/2^3)/cos(pi/2^3)\n !need all 0.38268343236508977172 0.92387953251128675613 !msgpostfix sin(pi/2^4)/cos(pi/2^4)\n !need all 0.19509032201612826784 0.98078528040323044912 !msgpostfix sin(pi/2^5)/cos(pi/2^5)\n !need all 0.09801714032956060199 0.99518472667219688624 !msgpostfix sin(pi/2^6)/cos(pi/2^6)\n !need all 0.04906767432741801425 0.99879545620517239271 !msgpostfix sin(pi/2^7)/cos(pi/2^7)\n !need all 0.02454122852291228802 0.99969881869620422011 !msgpostfix sin(pi/2^8)/cos(pi/2^8)\n !need all 0.01227153828571992607 0.99992470183914454092 !msgpostfix sin(pi/2^9)/cos(pi/2^9)\n !need all 0.00613588464915447535 0.99998117528260114265 !msgpostfix sin(pi/2^10)/cos(pi/2^10)\n !need all 0.00306795676296597626 0.99999529380957617151 !msgpostfix sin(pi/2^11)/cos(pi/2^11)\n !need all 0.00153398018628476560 0.99999882345170190992 !msgpostfix sin(pi/2^12)/cos(pi/2^12)\n !need all 0.00076699031874270452 0.99999970586288221916 !msgpostfix sin(pi/2^13)/cos(pi/2^13)\n !need all 0.00038349518757139558 0.99999992646571785114 !msgpostfix sin(pi/2^14)/cos(pi/2^14)\n !need all 0.00019174759731070330 0.99999998161642929380 !msgpostfix sin(pi/2^15)/cos(pi/2^15)\n !need all 0.00009587379909597733 0.99999999540410731289 !msgpostfix sin(pi/2^16)/cos(pi/2^16)\n !need all 0.00004793689960306687 0.99999999885102682756 !msgpostfix sin(pi/2^17)/cos(pi/2^17)\n !need all 0.00002396844980841821 0.99999999971275670684 !msgpostfix sin(pi/2^18)/cos(pi/2^18)\n !need all 0.00001198422490506970 0.99999999992818917670 !msgpostfix sin(pi/2^19)/cos(pi/2^19)\n !need all 0.00000599211245264242 0.99999999998204729417 !msgpostfix sin(pi/2^20)/cos(pi/2^20)\n !need all 0.00000299605622633465 0.99999999999551182354 !msgpostfix sin(pi/2^21)/cos(pi/2^21)\n !need all 0.00000149802811316900 0.99999999999887795588 !msgpostfix sin(pi/2^22)/cos(pi/2^22)\n !need all 0.00000074901405658470 0.99999999999971948897 !msgpostfix sin(pi/2^23)/cos(pi/2^23)\n !need all 0.00000037450702829238 0.99999999999992987224 !msgpostfix sin(pi/2^24)/cos(pi/2^24)\n !need all 0.00000018725351414618 0.99999999999998246806 !msgpostfix sin(pi/2^25)/cos(pi/2^25)\n !need all 0.00000009362675707308 0.99999999999999561701 !msgpostfix sin(pi/2^26)/cos(pi/2^26)\n !need all 0.00000004681337853653 0.99999999999999890425 !msgpostfix sin(pi/2^27)/cos(pi/2^27)\n !need all 0.00000002340668926826 0.99999999999999972606 !msgpostfix sin(pi/2^28)/cos(pi/2^28)\n !need all 0.00000001170334463413 0.99999999999999993151 !msgpostfix sin(pi/2^29)/cos(pi/2^29)\n !need all 0.00000000585167231706 0.99999999999999998287 !msgpostfix sin(pi/2^30)/cos(pi/2^30)\n !need all 0.00000000292583615853 0.99999999999999999571 !msgpostfix sin(pi/2^31)/cos(pi/2^31)\n !need all 0.00000000146291807926 0.99999999999999999892 !msgpostfix sin(pi/2^32)/cos(pi/2^32)\n !need all 0.00000000073145903963 0.99999999999999999973 sin/cos at 16 equspaced datapoints within quadrant !need all 0.09801714032956060199 0.19509032201612826784 0.29028467725446236763 0.38268343236508977172 0.47139673682599764854 0.55557023301960222473 0.63439328416364549820 0.70710678118654752439 0.77301045336273696080 0.83146961230254523707 0.88192126434835502970 0.92387953251128675612 0.95694033573220886493 0.98078528040323044912 0.99518472667219688624 1.00000000000000000000 numbers-0.2.2/ndb/maths/bessel-modified.txt0000644000000000000000000000030411347540312017334 0ustar rootroot# bessel-modified.ndb, 15 Mar 10 !title modified Bessel function !msgpostfix calculate modified Bessel function\n !need all # 1.0 3.5156229 3.0899424 1.2067492 0.2659732 0.0360768 0.0045813 numbers-0.2.2/ndb/maths/poly_eval.txt0000644000000000000000000001664711355511733016320 0ustar rootroot# # poly_eval.txt, 29 Mar 10 # Fast cube root by Ken Turkowski # http://www.worldserver.com/turk/computergraphics/papers.html !fuzz 0.00000001 !msgpostfix Turkowski's algorithm to calculate cube root\n !need all 45.2548339756803022511987494 192.2798368355061050458134625 119.1654824285581628956914143 13.43250139086239872172837314 0.1636161226585754240958355063 14.80884093219134573786480845 151.9714051044435648658557668 168.5254414101568283957668343 33.9905941350215598754191872 # 1.0 # 128-bit accuracy # Cephes Math Library Release 2.2: January, 1991 # Range reduction involves determining the power of 2 of # the argument. A polynomial of degree 2 applied to the # mantissa, and multiplication by the cube root of 1, 2, or 4 # approximates the root to within about 0.1%. Then Newton's # iteration is used three times to converge to an accurate # result. !msgpostfix Calculate cube root, Cephes math library\n !need all 1.259921049894873164767210607278228350570251 1.587401051968199474751705639272308260391493 0.7937005259840997373758528196361541301957467 0.6299605249474365823836053036391141752851257 1.3584464340920900529734e-1 -6.3986917220457538402318e-1 1.2875551670318751538055e0 -1.4897083391357284957891e0 1.3304961236013647092521e0 3.7568280825958912391243e-1 0.3333333333333333333333333333333333333333 !msgpostfix Evaluate the DiLogarithm function\n !need all 0.42996693560813697 0.40975987533077105 -0.01858843665014592 0.00145751084062268 -0.00014304184442340 0.00001588415541880 -0.00000190784959387 0.00000024195180854 -0.00000003193341274 0.00000000434545063 -0.00000000060578480 0.00000000008612098 -0.00000000001244332 0.00000000000182256 -0.00000000000027007 0.00000000000004042 -0.00000000000000610 0.00000000000000093 -0.00000000000000014 0.00000000000000002 !msgpostfix Evaluate the Struve function of order 0\n !need all 1.00215845609911981 -1.63969292681309147 1.50236939618292819 -0.72485115302121872 0.18955327371093136 -0.03067052022988 0.00337561447375194 -2.6965014312602e-4 1.637461692612e-5 -7.8244408508e-7 3.021593188e-8 -9.6326645e-10 2.579337e-11 -5.8854e-13 1.158e-14 #-2e-16 0.99283727576423943 -0.00696891281138625 1.8205103787037e-4 -1.063258252844e-5 9.8198294287e-7 -1.2250645445e-7 1.894083312e-8 -3.44358226e-9 7.1119102e-10 -1.6288744e-10 4.065681e-11 -1.091505e-11 3.12005e-12 -9.4202e-13 2.9848e-13 -9.872e-14 3.394e-14 -1.208e-14 4.44e-15 -1.68e-15 # 6.5e-16 #-2.6e-16 # 1.1e-16 #-4e-17 # 2e-17 #-1e-17 !msgpostfix Evaluate the Struve function of order 1\n !need all 0.5578891446481605 -0.11188325726569816 -0.16337958125200939 0.32256932072405902 -0.14581632367244242 0.03292677399374035 -0.00460372142093573 4.434706163314e-4 -3.142099529341e-5 1.7123719938e-6 -7.416987005e-8 2.61837671e-9 -7.685839e-11 1.9067e-12 -4.052e-14 # 7.5e-16 #-1e-17 1.00757647293865641 0.00750316051248257 -7.043933264519e-5 2.66205393382e-6 -1.8841157753e-7 1.949014958e-8 -2.6126199e-9 4.236269e-10 -7.955156e-11 1.679973e-11 -3.9072e-12 9.8543e-13 -2.6636e-13 7.645e-14 -2.313e-14 7.33e-15 -2.42e-15 # 8.3e-16 #-3e-16 # 1.1e-16 #-4e-17 # 2e-17 #-1e-17 !msgpostfix Legendre polynomial of degree 5\n !need all 63.0 -70.0 15.0 8.0 !msgpostfix Legendre polynomial of degree 5\n !need all 63.0 -70.0 15.0 0.125 !msgpostfix Legendre polynomial of degree 6\n !need all 231.0 -315.0 105.0 5.0 16.0 !msgpostfix Legendre polynomial of degree 6\n !need all 231.0 -315.0 105.0 5.0 0.0625 !msgpostfix Legendre polynomial of degree 7\n !need all 429.0 -693.0 315.0 - 35.0 16.0 !msgpostfix Legendre polynomial of degree 7\n !need all 429.0 -693.0 315.0 - 35.0 0.0625 !msgpostfix Legendre polynomial of degree 8\n !need all 6435.0 -12012.0 6930.0 - 1260.0 35.0 128.0 !msgpostfix Legendre polynomial of degree 8\n !need all 6435.0 -12012.0 6930.0 - 1260.0 35.0 0.0078125 !msgpostfix Legendre polynomial of degree 9\n !need all 0.24609375e+1 -0.3609375e+2 0.140765625e+3 -0.20109375e+3 0.949609375e+2 !msgpostfix Legendre polynomial of degree 10\n !need all -0.24609375e+0 0.1353515625e+2 -0.1173046875e+3 0.3519140625e+3 -0.42732421875e+3 0.18042578125e+3 !msgpostfix Legendre polynomial of degree 11\n !need all -0.270703125e+1 0.5865234375e+2 -0.3519140625e+3 0.8546484375e+3 -0.90212890625e+3 0.34444921875e+3 !msgpostfix Legendre polynomial of degree 12\n !need all 0.2255859375e+0 -0.17595703125e+2 0.2199462890625e+3 -0.99708984375e+3 0.20297900390625e+4 -0.1894470703125e+4 0.6601943359375e+3 !msgpostfix Legendre polynomial of degree 13\n !need all 0.29326171875e+1 -0.87978515625e+2 0.7478173828125e+3 -0.270638671875e+4 0.47361767578125e+4 -0.3961166015625e+4 0.12696044921875e+4 !msgpostfix Legendre polynomial of degree 14\n !need all -0.20947265625e+0 0.2199462890625e+2 -0.37390869140625e+3 0.236808837890625e+4 -0.710426513671875e+4 0.1089320654296875e+5 -0.825242919921875e+4 0.244852294921875e+4 !msgpostfix Legendre polynomial of degree 15\n !need all -0.314208984375e+1 0.12463623046875e+3 -0.142085302734375e+4 0.710426513671875e+4 -0.1815534423828125e+5 0.2475728759765625e+5 -0.1713966064453125e+5 0.473381103515625e+4 !msgpostfix Legendre polynomial of degree 16\n !need all 0.196380615234375e+0 -0.26707763671875e+2 0.5920220947265625e+3 -0.4972985595703125e+4 0.2042476226806641e+5 -0.4538836059570312e+5 0.5570389709472656e+5 -0.3550358276367188e+5 0.9171758880615234e+4 !msgpostfix Legendre polynomial of degree 17\n !need all 0.3338470458984375e+1 -0.169149169921875e+3 0.2486492797851562e+4 -0.1633980981445312e+5 0.5673545074462891e+5 -0.1114077941894531e+6 0.1242625396728516e+6 -0.7337407104492188e+5 0.1780400253295898e+5 !msgpostfix Legendre polynomial of degree 18\n !need all -0.1854705810546875e+0 0.3171546936035156e+2 -0.8880331420898438e+3 0.9531555725097656e+4 -0.5106190567016602e+5 0.153185717010498e+6 -0.2692355026245117e+6 0.275152766418457e+6 -0.1513340215301514e+6 0.3461889381408691e+5 !msgpostfix Legendre polynomial of degree 19\n !need all -0.3523941040039062e+1 0.2220082855224609e+3 -0.4084952453613281e+4 0.3404127044677734e+5 -0.153185717010498e+6 0.4038532539367676e+6 -0.6420231216430664e+6 0.6053360861206055e+6 -0.3115700443267822e+6 0.6741574058532715e+5 !msgpostfix Legendre polynomial of degree 20\n !need all 0.1761970520019531e+0 -0.3700138092041016e+2 0.127654764175415e+4 -0.1702063522338867e+5 0.1148892877578735e+6 -0.4442385793304443e+6 0.1043287572669983e+7 -0.1513340215301514e+7 0.1324172688388824e+7 -0.6404495355606079e+6 0.1314606941413879e+6 !msgpostfix Gegenbauer polynomials of degree 6\n !need all 0.0625 -0.9375 2.1875 -1.3125 !msgpostfix Gegenbauer polynomials of degree 7\n !need all 0.3125 -2.1875 3.9375 -2.0625 !msgpostfix Gegenbauer polynomials of degree 8\n !need all -0.0390625 1.09375 -4.921875 7.21875 -3.3515625 !msgpostfix Gegenbauer polynomials of degree 9\n !need all - 0.2734375 3.28125 -10.828125 13.40625 - 5.5859375 # Armido DiDinato, Alfred Morris, # Algorithm 708: # Significant Digit Computation of the Incomplete Beta Function Ratios, # ACM Transactions on Mathematical Software, # Volume 18, 1993, pages 360-373. !msgpostfix Compute ln(1 + x)\n !need all -0.129418923021993D+01 0.405303492862024D+00 -0.178874546012214D-01 -0.162752256355323D+01 0.747811014037616D+00 -0.845104217945565D-01 !msgpostfix Laguerre's method for finding roots of polynomial\n !need all 0.5 0.25 0.75 0.13 0.38 0.62 0.88 1.0 numbers-0.2.2/ndb/maths/pow2.sh0000644000000000000000000000075711346043541015000 0ustar rootroot pow=1 ; export pow for p1 in 2 3 4 5 6 7 8 9 10 11 12 13 14 do pow=`expr $p1 \* $pow` dc -e "40 k 1 $pow / p" echo " | 1/$p1!" done exit for p1 in 0 1 2 3 4 5 6 do for p2 in 0 1 2 3 4 5 6 7 8 9 do pow=`expr $p1 \* 10 \+ $p2` dc -e "70 k 2 1 $pow / p ^ p" echo " | 2^(1/$pow)" done done for p1 in 0 1 2 3 4 5 6 do for p2 in 0 1 2 3 4 5 6 7 8 9 do pow=`expr $p1 \* 10 \+ $p2` dc -e "70 k 2 $pow ^ p" echo " | 2^-$pow" done done numbers-0.2.2/ndb/maths/gauss-kronrod.txt0000644000000000000000000003235311353464511017113 0ustar rootroot# # gauss-kronrod.txt, 24 Mar 10 # Gauss quadrature weights and kronrod quadrature abscissae and # weights as evaluated with 80 decimal digit arithmetic by # L. W. Fullerton, Bell Labs, Nov. 1981. */ !fuzz 0.0000001 !msgpostfix Gauss-Kronrod quadrature weights for 7 points\n !need all # weights of the 7-point gauss rule */ 0.129484966168869693270611432679082 0.279705391489276667901467771423780 0.381830050505118944950369775488975 0.417959183673469387755102040816327 !msgpostfix Gauss-Kronrod quadrature weights for 10 points\n !need all # weights of the 10-point gauss rule */ 0.066671344308688137593568809893332 0.149451349150580593145776339657697 0.219086362515982043995534934228163 0.269266719309996355091226921569469 0.295524224714752870173892994651338 !msgpostfix Gauss-Kronrod quadrature coefficients for 15 points\n !need all # abscissae of the 15-point kronrod rule */ 0.991455371120812639206854697526329 0.949107912342758524526189684047851 0.864864423359769072789712788640926 0.741531185599394439863864773280788 0.586087235467691130294144838258730 0.405845151377397166906606412076961 0.207784955007898467600689403773245 #0.000000000000000000000000000000000 # weights of the 15-point kronrod rule */ 0.022935322010529224963732008058970 0.063092092629978553290700663189204 0.104790010322250183839876322541518 0.140653259715525918745189590510238 0.169004726639267902826583426598550 0.190350578064785409913256402421014 0.204432940075298892414161999234649 0.209482141084727828012999174891714 !msgpostfix Gauss-Kronrod quadrature coefficients for 21 points\n !need all # abscissae of the 21-point kronrod rule */ 0.995657163025808080735527280689003 0.973906528517171720077964012084452 0.930157491355708226001207180059508 0.865063366688984510732096688423493 0.780817726586416897063717578345042 0.679409568299024406234327365114874 0.562757134668604683339000099272694 0.433395394129247190799265943165784 0.294392862701460198131126603103866 0.148874338981631210884826001129720 #0.000000000000000000000000000000000 # weights of the 21-point kronrod rule */ 0.011694638867371874278064396062192 0.032558162307964727478818972459390 0.054755896574351996031381300244580 0.075039674810919952767043140916190 0.093125454583697605535065465083366 0.109387158802297641899210590325805 0.123491976262065851077958109831074 0.134709217311473325928054001771707 0.142775938577060080797094273138717 0.147739104901338491374841515972068 0.149445554002916905664936468389821 !msgpostfix Gauss-Kronrod quadrature coefficients for 31 points\n !need all # abscissae of the 31-point kronrod rule */ 0.998002298693397060285172840152271 0.987992518020485428489565718586613 0.967739075679139134257347978784337 0.937273392400705904307758947710209 0.897264532344081900882509656454496 0.848206583410427216200648320774217 0.790418501442465932967649294817947 0.724417731360170047416186054613938 0.650996741297416970533735895313275 0.570972172608538847537226737253911 0.485081863640239680693655740232351 0.394151347077563369897207370981045 0.299180007153168812166780024266389 0.201194093997434522300628303394596 0.101142066918717499027074231447392 #0.000000000000000000000000000000000 # weights of the 31-point kronrod rule */ 0.005377479872923348987792051430128 0.015007947329316122538374763075807 0.025460847326715320186874001019653 0.035346360791375846222037948478360 0.044589751324764876608227299373280 0.053481524690928087265343147239430 0.062009567800670640285139230960803 0.069854121318728258709520077099147 0.076849680757720378894432777482659 0.083080502823133021038289247286104 0.088564443056211770647275443693774 0.093126598170825321225486872747346 0.096642726983623678505179907627589 0.099173598721791959332393173484603 0.100769845523875595044946662617570 0.101330007014791549017374792767493 !msgpostfix Gauss-Kronrod quadrature coefficients for 61 points\n !need all # abscissae of the 61-point kronrod rule */ 0.999484410050490637571325895705811 0.996893484074649540271630050918695 0.991630996870404594858628366109486 0.983668123279747209970032581605663 0.973116322501126268374693868423707 0.960021864968307512216871025581798 0.944374444748559979415831324037439 0.926200047429274325879324277080474 0.905573307699907798546522558925958 0.882560535792052681543116462530226 0.857205233546061098958658510658944 0.829565762382768397442898119732502 0.799727835821839083013668942322683 0.767777432104826194917977340974503 0.733790062453226804726171131369528 0.697850494793315796932292388026640 0.660061064126626961370053668149271 0.620526182989242861140477556431189 0.579345235826361691756024932172540 0.536624148142019899264169793311073 0.492480467861778574993693061207709 0.447033769538089176780609900322854 0.400401254830394392535476211542661 0.352704725530878113471037207089374 0.304073202273625077372677107199257 0.254636926167889846439805129817805 0.204525116682309891438957671002025 0.153869913608583546963794672743256 0.102806937966737030147096751318001 0.051471842555317695833025213166723 #0.000000000000000000000000000000000 # weights of the 61-point kronrod rule */ 0.001389013698677007624551591226760 0.003890461127099884051267201844516 0.006630703915931292173319826369750 0.009273279659517763428441146892024 0.011823015253496341742232898853251 0.014369729507045804812451432443580 0.016920889189053272627572289420322 0.019414141193942381173408951050128 0.021828035821609192297167485738339 0.024191162078080601365686370725232 0.026509954882333101610601709335075 0.028754048765041292843978785354334 0.030907257562387762472884252943092 0.032981447057483726031814191016854 0.034979338028060024137499670731468 0.036882364651821229223911065617136 0.038678945624727592950348651532281 0.040374538951535959111995279752468 0.041969810215164246147147541285970 0.043452539701356069316831728117073 0.044814800133162663192355551616723 0.046059238271006988116271735559374 0.047185546569299153945261478181099 0.048185861757087129140779492298305 0.049055434555029778887528165367238 0.049795683427074206357811569379942 0.050405921402782346840893085653585 0.050881795898749606492297473049805 0.051221547849258772170656282604944 0.051426128537459025933862879215781 0.051494729429451567558340433647099 # Gauss-Kronrod-Patterson quadrature coefficients # These coefficients were calculated with 101 decimal digit # arithmetic by L. W. Fullerton, Bell Labs, Nov # 1981. !msgpostfix Gauss-Kronrod-Patterson quadrature coefficients for 10 points (Numerical recipes in C)\n !need all # x1, abscissae common to the 10-, 21-, 43- and 87-point rule */ 0.973906528517171720077964012084452 0.865063366688984510732096688423493 0.679409568299024406234327365114874 0.433395394129247190799265943165784 0.148874338981631210884826001129720 # w10, weights of the 10-point formula */ 0.066671344308688137593568809893332 0.149451349150580593145776339657697 0.219086362515982043995534934228163 0.269266719309996355091226921569469 0.295524224714752870173892994651338 !msgpostfix Gauss-Kronrod-Patterson quadrature coefficients for 21 points\n !need all # x1, abscissae common to the 10-, 21-, 43- and 87-point rule */ 0.973906528517171720077964012084452 0.865063366688984510732096688423493 0.679409568299024406234327365114874 0.433395394129247190799265943165784 0.148874338981631210884826001129720 # x2, abscissae common to the 21-, 43- and 87-point rule */ 0.995657163025808080735527280689003 0.930157491355708226001207180059508 0.780817726586416897063717578345042 0.562757134668604683339000099272694 0.294392862701460198131126603103866 # w21a, weights of the 21-point formula for abscissae x1 */ 0.032558162307964727478818972459390 0.075039674810919952767043140916190 0.109387158802297641899210590325805 0.134709217311473325928054001771707 0.147739104901338491374841515972068 # w21b, weights of the 21-point formula for abscissae x2 */ 0.011694638867371874278064396062192 0.054755896574351996031381300244580 0.093125454583697605535065465083366 0.123491976262065851077958109831074 0.142775938577060080797094273138717 0.149445554002916905664936468389821 !msgpostfix Gauss-Kronrod-Patterson quadrature coefficients for 43 points\n !need all # x1, abscissae common to the 10-, 21-, 43- and 87-point rule */ 0.973906528517171720077964012084452 0.865063366688984510732096688423493 0.679409568299024406234327365114874 0.433395394129247190799265943165784 0.148874338981631210884826001129720 # x2, abscissae common to the 21-, 43- and 87-point rule */ 0.995657163025808080735527280689003 0.930157491355708226001207180059508 0.780817726586416897063717578345042 0.562757134668604683339000099272694 0.294392862701460198131126603103866 # x3, abscissae common to the 43- and 87-point rule */ 0.999333360901932081394099323919911 0.987433402908088869795961478381209 0.954807934814266299257919200290473 0.900148695748328293625099494069092 0.825198314983114150847066732588520 0.732148388989304982612354848755461 0.622847970537725238641159120344323 0.499479574071056499952214885499755 0.364901661346580768043989548502644 0.222254919776601296498260928066212 0.074650617461383322043914435796506 # w43a, weights of the 43-point formula for abscissae x1, x3 */ 0.016296734289666564924281974617663 0.037522876120869501461613795898115 0.054694902058255442147212685465005 0.067355414609478086075553166302174 0.073870199632393953432140695251367 0.005768556059769796184184327908655 0.027371890593248842081276069289151 0.046560826910428830743339154433824 0.061744995201442564496240336030883 0.071387267268693397768559114425516 # w43b, weights of the 43-point formula for abscissae x3 */ 0.001844477640212414100389106552965 0.010798689585891651740465406741293 0.021895363867795428102523123075149 0.032597463975345689443882222526137 0.042163137935191811847627924327955 0.050741939600184577780189020092084 0.058379395542619248375475369330206 0.064746404951445885544689259517511 0.069566197912356484528633315038405 0.072824441471833208150939535192842 0.074507751014175118273571813842889 0.074722147517403005594425168280423 !msgpostfix Gauss-Kronrod-Patterson quadrature coefficients for 87 points\n !need all # x1, abscissae common to the 10-, 21-, 43- and 87-point rule */ 0.973906528517171720077964012084452 0.865063366688984510732096688423493 0.679409568299024406234327365114874 0.433395394129247190799265943165784 0.148874338981631210884826001129720 # x2, abscissae common to the 21-, 43- and 87-point rule */ 0.995657163025808080735527280689003 0.930157491355708226001207180059508 0.780817726586416897063717578345042 0.562757134668604683339000099272694 0.294392862701460198131126603103866 # x3, abscissae common to the 43- and 87-point rule */ 0.999333360901932081394099323919911 0.987433402908088869795961478381209 0.954807934814266299257919200290473 0.900148695748328293625099494069092 0.825198314983114150847066732588520 0.732148388989304982612354848755461 0.622847970537725238641159120344323 0.499479574071056499952214885499755 0.364901661346580768043989548502644 0.222254919776601296498260928066212 0.074650617461383322043914435796506 # x4, abscissae of the 87-point rule */ 0.999902977262729234490529830591582 0.997989895986678745427496322365960 0.992175497860687222808523352251425 0.981358163572712773571916941623894 0.965057623858384619128284110607926 0.943167613133670596816416634507426 0.915806414685507209591826430720050 0.883221657771316501372117548744163 0.845710748462415666605902011504855 0.803557658035230982788739474980964 0.757005730685495558328942793432020 0.706273209787321819824094274740840 0.651589466501177922534422205016736 0.593223374057961088875273770349144 0.531493605970831932285268948562671 0.466763623042022844871966781659270 0.399424847859218804732101665817923 0.329874877106188288265053371824597 0.258503559202161551802280975429025 0.185695396568346652015917141167606 0.111842213179907468172398359241362 0.037352123394619870814998165437704 # w87a, weights of the 87-point formula for abscissae x1, x2, x3 */ 0.008148377384149172900002878448190 0.018761438201562822243935059003794 0.027347451050052286161582829741283 0.033677707311637930046581056957588 0.036935099820427907614589586742499 0.002884872430211530501334156248695 0.013685946022712701888950035273128 0.023280413502888311123409291030404 0.030872497611713358675466394126442 0.035693633639418770719351355457044 0.000915283345202241360843392549948 0.005399280219300471367738743391053 0.010947679601118931134327826856808 0.016298731696787335262665703223280 0.021081568889203835112433060188190 0.025370969769253827243467999831710 0.029189697756475752501446154084920 0.032373202467202789685788194889595 0.034783098950365142750781997949596 0.036412220731351787562801163687577 0.037253875503047708539592001191226 # w87b, weights of the 87-point formula for abscissae x4 */ 0.000274145563762072350016527092881 0.001807124155057942948341311753254 0.004096869282759164864458070683480 0.006758290051847378699816577897424 0.009549957672201646536053581325377 0.012329447652244853694626639963780 0.015010447346388952376697286041943 0.017548967986243191099665352925900 0.019938037786440888202278192730714 0.022194935961012286796332102959499 0.024339147126000805470360647041454 0.026374505414839207241503786552615 0.028286910788771200659968002987960 0.030052581128092695322521110347341 0.031646751371439929404586051078883 0.033050413419978503290785944862689 0.034255099704226061787082821046821 0.035262412660156681033782717998428 0.036076989622888701185500318003895 0.036698604498456094498018047441094 0.037120549269832576114119958413599 0.037334228751935040321235449094698 0.037361073762679023410321241766599 numbers-0.2.2/ndb/maths/erfc-func.txt0000644000000000000000000000057611355504772016175 0ustar rootroot# # erf-func.txt, 2 Apr 10 !msgpostfix Complementary error function, Numerical recipes in C:1888\n !need all -1.26551223 1.00002368 0.37409196 0.09678418 -0.18628806 0.27886807 -1.13520398 1.48851587 -0.82215223 0.17087277 # The Cephes Math Library tables are very long and not listed here.. # The positive domain is partitioned into numerous segments for approximation. numbers-0.2.2/ndb/maths/loggamma-func.txt0000644000000000000000000001123711361630105017021 0ustar rootroot# # loggamma-func.txt, 15 Apr 10 !msgpostfix Log(gamma function), Numerical recipes in C: 1988\n !need all 76.18009173 -86.50532033 24.01409822 - 1.231739516 0.120858003e-2 - 0.536382e-5 2.50662827465 # ALNGAM computes the logarithm of the Gamma function. # Algorithm AS 245: # A Robust and Reliable Algorithm for the Logarithm of the Gamma Function, # Applied Statistics, # Volume 38, Number 2, 1989, pages 397-402. !fuzz 0.0000001 !msgpostfix Log(gamma function), Applied statistics algorithm 245\n !need all - 2.66685511495E+00 - 24.4387534237E+00 - 21.9698958928E+00 11.1667541262E+00 3.13060547623E+00 0.607771387771E+00 11.9400905721E+00 31.4690115749E+00 15.2346874070E+00 - 78.3359299449E+00 -142.046296688E+00 137.519416416E+00 78.6994924154E+00 4.16438922228E+00 47.0668766060E+00 313.399215894E+00 263.505074721E+00 43.3400022514E+00 - 2.12159572323E+05 2.30661510616E+05 2.74647644705E+04 - 4.02621119975E+04 - 2.29660729780E+03 - 1.16328495004E+05 - 1.46025937511E+05 - 2.42357409629E+04 - 5.70691009324E+02 0.279195317918525E+00 0.4917317610505968E+00 0.0692910599291889E+00 3.350343815022304E+00 6.012459259764103E+00 # Calculates the natural logarithm of GAMMA ( X ) for positive X. # William Cody, Kenneth Hillstrom, # Chebyshev Approximations for the Natural Logarithm of the # Gamma Function, # Mathematics of Computation, # Volume 21, Number 98, April 1967, pages 198-203. # # Kenneth Hillstrom, # ANL/AMD Program ANLC366S, DGAMMA/DLGAMA, # May 1969. # # John Hart, Ward Cheney, Charles Lawson, Hans Maehly, # Charles Mesztenyi, John Rice, Henry Thacher, # Christoph Witzgall, # Computer Approximations, # Wiley, 1968, # LC: QA297.C64. # !msgpostfix Log(gamma function(x)) for posiitve x, via Chebyshex approximation\n !need all -1.910444077728E-03 8.4171387781295E-04 -5.952379913043012E-04 7.93650793500350248E-04 -2.777777777777681622553E-03 8.333333333333333331554247E-02 5.7083835261E-03 4.945235359296727046734888E+00 2.018112620856775083915565E+02 2.290838373831346393026739E+03 1.131967205903380828685045E+04 2.855724635671635335736389E+04 3.848496228443793359990269E+04 2.637748787624195437963534E+04 7.225813979700288197698961E+03 4.974607845568932035012064E+00 5.424138599891070494101986E+02 1.550693864978364947665077E+04 1.847932904445632425417223E+05 1.088204769468828767498470E+06 3.338152967987029735917223E+06 5.106661678927352456275255E+06 3.074109054850539556250927E+06 1.474502166059939948905062E+04 2.426813369486704502836312E+06 1.214755574045093227939592E+08 2.663432449630976949898078E+09 2.940378956634553899906876E+10 1.702665737765398868392998E+11 4.926125793377430887588120E+11 5.606251856223951465078242E+11 6.748212550303777196073036E+01 1.113332393857199323513008E+03 7.738757056935398733233834E+03 2.763987074403340708898585E+04 5.499310206226157329794414E+04 6.161122180066002127833352E+04 3.635127591501940507276287E+04 8.785536302431013170870835E+03 1.830328399370592604055942E+02 7.765049321445005871323047E+03 1.331903827966074194402448E+05 1.136705821321969608938755E+06 5.267964117437946917577538E+06 1.346701454311101692290052E+07 1.782736530353274213975932E+07 9.533095591844353613395747E+06 2.690530175870899333379843E+03 6.393885654300092398984238E+05 4.135599930241388052042842E+07 1.120872109616147941376570E+09 1.488613728678813811542398E+10 1.016803586272438228077304E+11 3.417476345507377132798597E+11 4.463158187419713286462081E+11 # Christian Lanczos, # A precision approximation of the gamma function, # SIAM Journal on Numerical Analysis, B, # Volume 1, 1964, pages 86-96. !msgpostfix Compute Log(Gamma(X)) using a Lanczos approximation\n !need all 0.9999999999995183E+00 676.5203681218835E+00 -1259.139216722289E+00 771.3234287757674E+00 - 176.6150291498386E+00 12.50734324009056E+00 - 0.1385710331296526E+00 0.9934937113930748E-05 0.1659470187408462E-06 # The Cephes Math Library tables are very long and not listed here.. # The positive domain is partitioned into numerous segments for approximation. # For x > 10, # log gamma(x) = (x - 0.5) log(x) - x + log sqrt(2 pi) + 1/x R(1/x^2) # Near the minimum at x = x0 = 1.46... the approximation is # log gamma(x0 + z) = log gamma(x0) + z^2 P(z)/Q(z) # for small z. # Elsewhere between 0 and 10, # log gamma(n + z) = log gamma(n) + z P(z)/Q(z) # for various selected n and small z. !fuzz 0.0000001 !msgpostfix Lanczos Gamma Function approximation - coefficients\n !need all 1.000000000190015 76.18009172947146 -86.50532032941677 24.01409824083091 - 1.231739572450155 0.1208650973866179E-2 - 0.5395239384953E-5 numbers-0.2.2/ndb/units/0000755000000000000000000000000011361635741013600 5ustar rootrootnumbers-0.2.2/ndb/units/volume.txt0000644000000000000000000000033511352125036015640 0ustar rootroot# volume.txt 26 Jan 10 !title volume-units !msgpostfix \n 4.54609 | liter per imperial UK gallon 4.404884 | liter per dry US gallon 3.785412 | liter per liquid US gallon 231.0 | cubic inches per liquid US gallon numbers-0.2.2/ndb/units/length.txt0000644000000000000000000000164011360676320015620 0ustar rootroot# length.txt 5 Apr 10 !title length-units !msgpostfix \n 1.852e+3 | meters per nautical mile 0.0254 | meters per inch 1.6093440 | meters in a mile 5280.0 | feet per mile 1.4959787066e+11 | meters in an astronomical unit 1.4959787066e+8 | kilometers in an astronomical unit 9.295580727e+7 | miles in an astronomical unit 9.46073047e+15 | meters in a light year 5.87862537e+12 | miles in a light year 6.32419771e+4 | astronomical units in a light year 3.0856775807e+16 | meters in a parsec 1.917351158e+13 | miles in a parsec 2.062648062e+4 | astronomical units in a parsec 3.26156378 | light years in a parsec 0.5291772108(18) | Convert Bohr radius to Angstrom 1.8897261249 | Convert Angstrom to Bohr radii # Units of measure in publishing # 25.4/72.0 0.3527777778 | Millimeters in a point 0.0138888889 | Inches in a point # 25.4/72.0/4.512 0.0781865642 | Cicero in a point numbers-0.2.2/ndb/units/angular.txt0000644000000000000000000000052311356214475015773 0ustar rootroot# angular.txt, 3 Apr 10 !title geometry !msgpostfix \n 57.2957795130823208767981548141051703324122 | Degrees in a radian 0.0174532925199432957692369076848861271344 | Convert radians to degrees 206264.806247096355156473357330778613196683 | Arc seconds in a radian 4.8481368110953599358991410235794797e-6 | Radians in an arc second numbers-0.2.2/ndb/units/mass.txt0000644000000000000000000000017611352125015015274 0ustar rootroot# mass.txt 26 Jan 10 !title mass-units !msgpostfix \n 4.535924e-1 | kilogram per pound 1.459390e+1 | kilogram per slug numbers-0.2.2/ndb/units/area.txt0000644000000000000000000000366111361635222015251 0ustar rootroot# area.txt 5 Apr 10 !title area-units !msgpostfix \n 43560.0 | square feet per acre 3282.8063500117437947816946079951755005019952 | square degrees in a steradian 41252.9612494192710312946714661557226393367769 | square degrees about a point !msgpostfix a0 paper size in cm\n !need all 83.9611 118.816 !msgpostfix a1 paper size in cm\n !need all 59.4078 83.9611 !msgpostfix a2 paper size in cm\n !need all 41.9806 59.4078 !msgpostfix a3 paper size in cm\n !need all 29.7039 41.9806 !msgpostfix a4 paper size in cm\n !need all 20.9903 29.7039 !msgpostfix a5 paper size in cm\n !need all 14.8519 20.9903 !msgpostfix a6 paper size in cm\n !need all 10.4775 14.8519 !msgpostfix a7 paper size in cm\n !need all 7.40833 10.4775 !msgpostfix a8 paper size in cm\n !need all 5.22111 7.40833 !msgpostfix a9 paper size in cm\n !need all 3.70417 5.22111 !msgpostfix a10 paper size in cm\n !need all 2.61056 3.70417 !msgpostfix b0 paper size in cm\n !need all 100.048 141.393 !msgpostfix b1 paper size in cm\n !need all 70.6967 100.048 !msgpostfix b2 paper size in cm\n !need all 50.0239 70.6967 !msgpostfix b3 paper size in cm\n !need all 35.3483 50.0239 !msgpostfix b4 paper size in cm\n !need all 25.0119 35.3483 !msgpostfix b5 paper size in cm\n !need all 17.6742 25.0119 # "archA", 9 INCH, 12 INCH # "archB", 12 INCH, 18 INCH # "archC", 18 INCH, 24 INCH # "archD", 24 INCH, 36 INCH # "archE", 36 INCH, 48 INCH # "flsa", 8.5 INCH, 13 INCH # "flse", 8.5 INCH, 13 INCH # "halfletter", 5.5 INCH, 8.5 INCH # "ledger", 17 INCH, 11 INCH # "legal", 8.5 INCH, 14 INCH # "letter", 8.5 INCH, 11 INCH # "note", 7.5 INCH, 10 INCH # "executive", 7.25 INCH, 10.5 INCH # "com10", 4.125 INCH, 9.5 INCH # "dl", 11 CM, 22 CM # "c5", 16.2 CM, 22.9 CM # "monarch", 3.875 INCH, 7.5 INCH numbers-0.2.2/ndb/units/all.txt0000644000000000000000000000026111352701750015102 0ustar rootroot# all.txt, 25 Mar 10 !include angular.txt !include area.txt !include energy.txt !include length.txt !include mass.txt !include speed.txt !include time.txt !include volume.txt numbers-0.2.2/ndb/units/energy.txt0000644000000000000000000000123311356435510015625 0ustar rootroot# energy.txt 5 Apr 10 !title energy-units !msgpostfix \n 1.05505585262e+3 | joules in a British thermal unit 4.1868 | joules in a calorie (International Steam Table, 1956) 4.184 | joules in a calorie (thermochemical) 4.190 | joules in a calorie (mean calorie) 1.054804e+8 | joules in a US termal unit # 1/electron charge, or defined as number of electrons per second 6.241 509 629 152 65E+18 | Coulomb (eV per Joule) 7.46e+2 | watts in an electric horsepower 7.46043e+2 | watts in a water horsepower 7.4570e+2 | watts in an imperial horsepower 7.354988e+2 | watts in a metric horsepower numbers-0.2.2/ndb/units/speed.txt0000644000000000000000000000013111352707210015423 0ustar rootroot# # speed.txt, 25 Mar 10 !msgpostfix \n 0.868976242 | Convert miles per hour to knots numbers-0.2.2/ndb/units/time.txt0000644000000000000000000000021711352125030015260 0ustar rootroot# time.txt 26 Jan 10 !title time-units !msgpostfix \n 3.155815e+15 | seconds per sidereal year 3.155693e+15 | seconds per tropical year numbers-0.2.2/ndb/default.txt0000644000000000000000000000040511360150153014606 0ustar rootroot# default.txt, 7 Apr 10 !include algorithms/all.txt !include astronomy/all.txt !include atom/atomic-weight.txt !include biology/all.txt !include hardware/all.txt !include maths/all.txt !include physics/all.txt !include signals/all.txt !include units/all.txt numbers-0.2.2/ndb/signals/0000755000000000000000000000000011355225077014076 5ustar rootrootnumbers-0.2.2/ndb/signals/windowing.txt0000644000000000000000000000114111355225062016633 0ustar rootroot# # windowing.txt, 31 Mar 10 # # Digital signal processing windowing functions. # Contributed by Martin Moene !fuzz 0.001 !msgpostfix Hamming window function\n !need all 0.53836 0.46164 !fuzz 0.000001 !msgpostfix Nuttall window function, continuous first derivative\n !need all 0.355768 0.487396 0.144232 !fuzz 0.00001 !msgpostfix Blackman-Harris window function\n !need all 0.35875 0.48829 0.01168 !fuzz 0.000001 !msgpostfix Blackman-Nuttall window function\n !need all 0.3635819 0.4891775 0.1365995 0.0106411 !fuzz 0.0001 !msgpostfix Flat top window function\n !need all 1.0 1.93 1.29 0.388 0.032 numbers-0.2.2/ndb/signals/all.txt0000644000000000000000000000006011355225077015403 0ustar rootroot# # all.txt, 1 Apr 10 !include windowing.txt numbers-0.2.2/ndb/algorithms/0000755000000000000000000000000011360177617014611 5ustar rootrootnumbers-0.2.2/ndb/algorithms/random.txt0000644000000000000000000000606011360152112016613 0ustar rootroot# # random.ndb, 9 Apr 10 !msgpostfix Wichmann and Hill (1982) random number generator\n !need all 30269.0 30307.0 30323.0 !fuzz 0.000001 !msgpostfix Ziggurat method for generating normal random variables\n !need all 3.442619855899 9.91256303526217e-3 0.2904764516147 #2.3283064365386962890625e-10 | 2^-32 !msgpostfix Ziggurat method for generating exponential random variables\n !need all 7.697117470131487 3.949659822581572e-3 # This random number generator originally appeared in "Toward a Universal # Random Number Generator" by George Marsaglia and Arif Zaman. # Florida State University Report: FSU-SCRI-87-50 (1987) # # It was later modified by F. James and published in "A Review of Pseudo- # random Number Generators" !msgpostfix Test values associated with Marsaglia random number generator !need all 6533892.0 14220222.0 7275067.0 6172232.0 8354498.0 10633180.0 !msgpostfix Marsaglia randm number generator !need all 362436.0 16777216.0 7654321.0 16777213.0 # W. Hoermann and G. Derflinger (1990): # ACR Method for generating normal random variables, # OR Spektrum 12 (1990), 181-185. !msgpostfix ACR Method for generating normal random variables\n !need all 1.448242853 3.307147487 1.46754004 1.036467755 5.295844968 3.631288474 0.483941449 0.107981933 4.132731354 18.52161694 0.4515827053 0.516058551 3.132731354 0.375959516 0.591923442 0.8853395638 0.2452635696 0.2770276848 0.5029324303 0.4571828819 0.187308492 0.7270572718 0.03895759111 # Ahrens, J.H. and Dieter, U. # Extensions of Forsythe's method for random sampling from # the normal distribution. # Math. Comput. 27, 927-937. # !msgpostfix Random sampling from the normal distribution (extension of Forsythe's method)\n !need all #0.0000000 0.03917609 0.07841241 0.1177699 0.1573107 0.19709910 0.23720210 0.2776904 0.3186394 0.36012990 0.40225010 0.4450965 0.4887764 0.53340970 0.57913220 0.6260990 0.6744898 0.72451440 0.77642180 0.8305109 0.8871466 0.94678180 1.00999000 1.0775160 1.1503490 1.22985900 1.31801100 1.4177970 1.5341210 1.67594000 1.86273200 2.1538750 #0.0000000 #0.0000000 #0.0000000 #0.0000000 #0.0000000 0.2636843 0.2425085 0.2255674 0.2116342 0.1999243 0.1899108 0.1812252 0.1736014 0.1668419 0.1607967 0.1504094 0.1459026 0.1417700 0.1379632 0.1344418 0.1311722 0.1281260 0.1252791 0.1226109 0.1201036 0.1177417 0.1155119 0.1134023 0.1114027 0.1095039 7.673828e-4 0.002306870 0.003860618 0.005438454 0.007050699 0.008708396 0.010423570 0.012209530 0.014081250 0.016055790 0.018152900 0.020395730 0.022811770 0.025434070 0.028302960 0.031468220 0.034992330 0.038954830 0.043458780 0.048640350 0.054683340 0.061842220 0.070479830 0.081131950 0.094624440 0.112300100 0.136498000 0.171688600 0.227624100 0.330498000 0.584703100 0.03920617 0.03932705 0.03950999 0.03975703 0.04007093 0.04045533 0.04091481 0.04145507 0.04208311 0.04280748 0.04363863 0.04458932 0.04567523 0.04691571 0.04833487 0.04996298 0.05183859 0.05401138 0.05654656 0.05953130 0.06308489 0.06737503 0.07264544 0.07926471 0.08781922 0.09930398 0.11555990 0.14043440 0.18361420 0.27900160 0.70104740 numbers-0.2.2/ndb/algorithms/sort.txt0000644000000000000000000000042211346043541016327 0ustar rootroot# # sort.ndb, 10 Mar 10 # A modification of CACM algorithm #347 by R. C. Singleton, # plus modifications from the remark by Peto, # which is a modified Hoare quicksort. !msgpostfix Modified quicksort (CACM algorithm # 347)\n !need all 0.375 0.5898437 0.0390625 0.21875 numbers-0.2.2/ndb/algorithms/fft.txt0000644000000000000000000000025511353753035016127 0ustar rootroot# # fft.txt, 27 Mar 10 !fuzz 0.00001 !msgpostfix Complex Fast Fourier Transform\n !need all 0.309016994374947 0.951056516295154 -0.809016994374947 0.587785252292473 numbers-0.2.2/ndb/algorithms/fft.bc0000644000000000000000000000102411350722541015662 0ustar rootrootscale=20 pi=4*a(1) for (i=1; i< 33; i++) { print "!msgpostfix sin(pi/2^", i, ")/cos(pi/2^", i, ")\\n\n" print "!need all\n" print s(pi/(2^i)) print "\n" print c(pi/(2^i)) print "\n" print "\n" } print "sin/cos at 16 equspaced datapoints within quadrant\n" print "!need all\n" for (i=1; i< 17; i++) { print s((i*pi)/32) print "\n" } print "cos at 16 equspaced datapoints within quadrant\n" print "!need all\n" for (i=1; i< 17; i++) { print c(((i+0.5)*pi)/32) print "\n" } quit numbers-0.2.2/ndb/algorithms/all.txt0000644000000000000000000000012011353523722016105 0ustar rootroot# # all.txt, 27 Mar 10 !include fft.txt !include random.txt !include sort.txt numbers-0.2.2/ndb/hardware/0000755000000000000000000000000011361365351014230 5ustar rootrootnumbers-0.2.2/ndb/hardware/cpu/0000755000000000000000000000000011361374755015027 5ustar rootrootnumbers-0.2.2/ndb/hardware/cpu/float_h_128dd.txt0000644000000000000000000000076511354363621020106 0ustar rootroot# float_h_128dd.txt, 30 Mar 10 ! title float.h_128dd ! msgpostfix 128-bit double double representation\n 1.79769313486231590772930519078900257533932578e+308 | MAX_LDBL # 0x1.ffffffffffffffffffffffffff8p+1023L | MAX_LDBL 2.46519032881566189191165176650870696772877011e-032 | EPSILON_LDBL # 0x1p-105L | EPSILON_LDBL 2.22507385850720138309023271733240406421921598e-308 | MIN_LDBL # 0x1p-1022L | MIN_LDBL numbers-0.2.2/ndb/hardware/cpu/flt_vendor_h.txt0000644000000000000000000000450211361373231020226 0ustar rootroot# flt_vendor_h.txt, 9 Apr 10 ! title vendor ! msgpostfix Vendor representations\n 3.362103143112093506262678e-4932 | LDBL_MIN: 80-bit Intel x86 1.681051571556046753131339e-4932 | LDBL_MIN: 80-bit Motorola 68000 # 0x1p-16382 | LDBL_MIN: 80-bit Intel x86 # 0x1p-16383 | LDBL_MIN: 80-bit Motorola 68000 # 0x0001800000000000. | LDBL_MIN: 80-bit Intel x86 # 0x0000800000000000. | LDBL_MIN: 80-bit Motorola 68000 # DEC specific floating-point format # D Float: 9 bit, sign magnitude, excess 128 binary exponent # normalized 56 bit fraction, redundant bit not represented # approximately 16 decimal digits of precision # 1.70141173319264430e+38 2^127 (2^24 - 1) / 2^24 # 2.93873587705571877e-39 2^-128 # # G float: 12 bit, sign magnitude, excess 1024 binary exponent # normalized 53 bit fraction, redundant bit not represented # approximately 15 decimal digits precision # # Fpr Dec/HP Alpha # /* These are for the default broken IEEE mode, which traps # on infinity or denormal numbers. */ # "3.402823466385288598117e+38", /* 2^128 (1 - 2^-24) */ # "-3.402823466385288598117e+38", # "1.1754943508222875079687e-38", /* 2^-126 */ # "-1.1754943508222875079687e-38", !msgpostfix DEC/HP VAX/ALPHA proprietary format\n 1.70141173319264430e+38 | F_FLT_MAX 8.98846567431157854e+307 | G_FLT_MAX #ifdef __ALPHA # 3.40282347e+38 | S_FLT_MAX # 1.79769313486231570e+308 | T_FLT_MAX 1.189731495357231765085759326628007016196477e4932 | X_FLT_MAX #define __F_FLT_EPSILON ((float)(1.0 / (1 << 23))) -> S_FLT_EPSILON #define __G_FLT_EPSILON (1.0 / (1 << 30) / (1 << 22)) -> T_FLT_EPSILON #ifdef __ALPHA # 1.19209290e-07 | S_FLT_EPSILON # 2.2204460492503131e-16 | T_FLT_EPSILON 1.9259299443872358530559779425849273185381e-34 | X_FLT_EPSILON 2.93873587705571877e-39 | F_FLT_MIN 5.56268464626800346e-309 | G_FLT_MIN #ifdef __ALPHA # 1.17549435e-38 | S_FLT_MIN # 2.2250738585072014e-308 | T_FLT_MIN 3.3621031431120935062626778173217526025981e-4932 | X_FLT_MIN numbers-0.2.2/ndb/hardware/cpu/all.txt0000644000000000000000000000022711356170753016335 0ustar rootroot# all.txt, 3 Apr 10 !include float_h_128dd.txt !include float_h_128.txt !include float_h_32-64.txt !include float_h_80.txt !include flt_vendor_h.txt numbers-0.2.2/ndb/hardware/cpu/float_h_128.txt0000644000000000000000000000140311360151467017564 0ustar rootroot# float_h_128.txt, 9 Apr 10 ! title float.h_128bit ! msgpostfix IEEE 128-bit representation\n 1.189731495357231765085759326628007016196e+4932 | MAX_LDBL # 0x1.ffffffffffffffffffffffffffffp+16383L | MAX_LDBL # 0x7ffeffffffffffffffffffffffffffff.L | MAX_LDBL bit pattern 1.925929944387235853055977942584927318538e-34 | EPSILON_LDBL # 0x1p-112L | EPSILON_LDBL # 0x3f8f0000000000000000000000000000.L | EPSILON_LDBL bit pattern 3.362103143112093506262677817321752602598e-4932 | MIN_LDBL # 0x1p-16382L | MIN_LDBL # 0x00010000000000000000000000000000.L | MIN_LDBL bit pattern # 3.3621031431120935062626778173217520e-4932 | Largest 128-bit Subnormal Number numbers-0.2.2/ndb/hardware/cpu/float_h_32-64.txt0000644000000000000000000000235211361373316017731 0ustar rootroot# float_h_32-64.txt, 14 Apr 10 ! title float.h_32-64 ! msgpostfix 32/64 bit representation\n 3.402823466385288599e+38 | MAX_FLT # 0x1.fffffep+127f | MAX_FLT # 0x7f7fffff.f | MAX_FLT bit pattern 1.797693134862315708e+308 | MAX_DBL # 0x1.fffffffffffffp+1023 | MAX_DBL # 0x7fefffffffffffff. | MAX_DBL bit pattern 1.797693134862315708e+308 | MAX_LDBL 1.192092895507812500e-7 | EPSILON_FLT # 0x1p-23f | EPSILON_FLT # 0x34000000.f | EPSILON_FLT bit pattern 2.220446049250313080e-16 | EPSILON_DBL # 0x1p-52 | EPSILON_DBL # 0x3cb0000000000000. | EPSILON_DBL bit pattern 2.220446049250313080e-16 | EPSILON_LDBL 1.175494350822287508e-38 | MIN_FLT # 0x1p-126f | MIN_FLT # 0x00800000.f | MIN_FLT bit pattern # 1.17549421e-38 | Largest 32-bit Subnormal Number 2.225073858507201383e-308 | MIN_DBL # 0x1p-1022 | MIN_DBL # 0x0010000000000000. | MIN _DBLbit pattern # 2.2250738585072009e-308 | Largest 64-bit Subnormal Number 2.225073858507201383e-308 | MIN_LDBL 1.40129846432481707e-45 | Minimum denormalized IEEE number 4.94065645841246544e-324 | Minimum denormalized IEEE number numbers-0.2.2/ndb/hardware/cpu/float_h_80.txt0000644000000000000000000000115611360151554017503 0ustar rootroot# float_h_80.txt, 9 Apr 10 ! title float.h_80bit ! msgpostfix 80-bit representation\n 1.189731495357231765021263e+4932L | MAX_LDBL # 0x0.ffffffffffffffffp+16384L | MAX_LDBL # 0x7ffeffffffffffff.L | MAX_LDBL bit pattern 1.084202172485504434007452e-0019L | EPSILON_LDBL # 0x1p-63L | EPSILON_LDBL # 0x3f8f000000000000.L | EPSILON_LDBL bit pattern 3.362103143112093506262678e-4932L | MIN_LDBL # 0x1p-16382L | MIN_LDBL # 0x0001000000000000.L | MIN_LDBL bit pattern # 3.36210314311209350590e-4932 | Largest 80-bit Subnormal Number numbers-0.2.2/ndb/hardware/jpg.txt0000644000000000000000000000175711352537074015566 0ustar rootroot# # jpg.txt, 24 Mar 10 !fuzz 0.0000001 !msgpostfix Discrete cosine transform used by jpeg\n !need all 0.298631336 0.390180644 0.541196100 0.765366865 0.899976223 1.175875602 1.501321110 1.847759065 1.961570560 2.053119869 2.562915447 3.072711026 !msgpostfix Inverse discrete cosine transform used by jpeg\n !need all 0.211164243 0.509795579 0.601344887 0.720959822 0.765366865 0.850430095 0.899976223 1.061594337 1.272758580 1.451774981 1.847759065 2.172734803 2.562915447 3.624509785 # For float AA&N IDCT method, multipliers are equal to quantization # coefficients scaled by scalefactor[row]*scalefactor[col], where # scalefactor[0] = 1 # scalefactor[k] = cos(k*PI/16) * sqrt(2) for k=1..7 !msgpostfix jpeg quantization scale factor table\n !need all 1.387039845 1.306562965 1.175875602 #1.0 0.785694958 0.541196100 0.275899379 !fuzz 0.00001 !msgpostfix Convert between RGB and YCC color space\n !need all 0.29900 0.58700 0.11400 -0.16874 -0.33126 0.50000 0.50000 -0.41869 -0.08131 numbers-0.2.2/ndb/hardware/dvb.txt0000644000000000000000000000040011357422142015533 0ustar rootroot# # dvb.txt, 7 Apr 10 # Specification for Service Information in Digital Video Broadcasting # Annex C !msgpostfix Convert modified Julian date to year/month/day according to ETSI EN 300 468 standard\n !need all -15078.2 365.25 -14956.1 30.6001 numbers-0.2.2/ndb/hardware/all.txt0000644000000000000000000000016711361217760015545 0ustar rootroot# # all.txt, 14 Apr 2010 !include cpu/all.txt !include dvb.txt !include jpg.txt !include png.txt !include RGB_XYZ.txt numbers-0.2.2/ndb/hardware/png.txt0000644000000000000000000000016711361217742015561 0ustar rootroot# # png.txt, 14 Apr 10 !msgpostfix \n 21474.83 | Maximum chomaticity value supported by PNG unsigned 32-bit integer numbers-0.2.2/ndb/hardware/RGB_XYZ.txt0000644000000000000000000003160011361365271016156 0ustar rootroot# # RGB_XYZ.txt, 12 Apr 2010 # RGB <-> L*a*b* !fuzz 0.000001 !msgpostfix RGB to CIELAB conversion\n !need all 0.433953 0.376219 0.189828 0.212671 0.715160 0.072169 0.017758 0.109477 0.872766 !msgpostfix CIELAB to RGB conversion\n !need all 3.0799327 -1.53715 -0.542782 -0.921235 1.875991 0.04524426 0.0528909755 -0.204043 1.15115158 !msgpostfix CIELAB <-> RGB conversions\n !need all 7.7870370370 0.0088564516790 # 16/116 0.13793103448275862 903.3 # RGB Working Space Reference White RGB to XYZ [M] XYZ to RGB [M]-1 !msgpostfix Conversion from Adobe RGB (1998) to 1931 CIE XYZ (D65 reference white)\n !need all 0.5767309 0.1855540 0.1881852 0.2973769 0.6273491 0.0752741 0.0270343 0.0706872 0.9911085 Conversion from 1931 CIE XYZ to Adobe RGB (1998) (D65 reference white)\n !need all 2.0413690 -0.5649464 -0.3446944 -0.9692660 1.8760108 0.0415560 0.0134474 -0.1183897 1.0154096 !msgpostfix Conversion from AppleRGB to 1931 CIE XYZ (D65 reference white)\n !need all 0.4497288 0.3162486 0.1844926 0.2446525 0.6720283 0.0833192 0.0251848 0.1411824 0.9224628 !msgpostfix Conversion from 1931 CIE XYZ to AppleRGB (D65 reference white)\n !need all 2.9515373 -1.2894116 -0.4738445 -1.0851093 1.9908566 0.0372026 0.0854934 -0.2694964 1.0912975 !msgpostfix Conversion from Best RGB to 1931 CIE XYZ (D60 reference white)\n !need all 0.6326696 0.2045558 0.1269946 0.2284569 0.7373523 0.0341908 # 0.0000000 0.0095142 0.8156958 !msgpostfix Conversion from 1931 CIE XYZ to Best RGB (D50 reference white)\n !need all 1.7552599 -0.4836786 -0.2530000 -0.5441336 1.5068789 0.0215528 0.0063467 -0.0175761 1.2256959 !msgpostfix Conversion from Beta RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.6712537 0.1745834 0.1183829 0.3032726 0.6637861 0.0329413 # 0.0000000 0.0407010 0.7845090 !msgpostfix Conversion from 1931 CIE XYZ to Beta RGB (D50 reference white)\n !need all 1.6832270 -0.4282363 -0.2360185 -0.7710229 1.7065571 0.0446900 0.0400013 -0.0885376 1.2723640 !msgpostfix Conversion from Bruce RGB to 1931 CIE XYZ (D65 reference white)\n !need all 0.4674162 0.2944512 0.1886026 0.2410115 0.6835475 0.0754410 0.0219101 0.0736128 0.9933071 !msgpostfix Conversion from 1931 CIE XYZ to Bruce RGB (D65 reference white)\n !need all 2.7454669 -1.1358136 -0.4350269 -0.9692660 1.8760108 0.0415560 0.0112723 -0.1139754 1.0132541 !msgpostfix Conversion from CIE RGB to 1931 CIE XYZ (E reference white)\n !need all 0.4887180 0.3106803 0.2006017 0.1762044 0.8129847 0.0108109 # 0.0000000 0.0102048 0.9897952 !msgpostfix Conversion from 1931 CIE XYZ to CIE RGB (E reference white)\n !need all 2.3706743 -0.9000405 -0.4706338 -0.5138850 1.4253036 0.0885814 0.0052982 -0.0146949 1.0093968 !msgpostfix Conversion from ColorMatch RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.5093439 0.3209071 0.1339691 0.2748840 0.6581315 0.0669845 0.0242545 0.1087821 0.6921735 !msgpostfix Conversion from 1931 CIE XYZ to ColorMatch RGB (D50 reference white)\n !need all 2.6422874 -1.2234270 -0.3930143 -1.1119763 2.0590183 0.0159614 0.0821699 -0.2807254 1.4559877 !msgpostfix Conversion from Don RGB 4 to 1931 CIE XYZ (D50 reference white)\n !need all 0.6457711 0.1933511 0.1250978 0.2783496 0.6879702 0.0336802 0.0037113 0.0179861 0.8035125 !msgpostfix Conversion from 1931 CIE XYZ to Don RGB 4 (D50 reference white)\n !need all 1.7603902 -0.4881198 -0.2536126 -0.7126288 1.6527432 0.0416715 0.0078207 -0.0347411 1.2447743 !msgpostfix Conversion from ECI RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.6502043 0.1780774 0.1359384 0.3202499 0.6020711 0.0776791 #-0.0000000 0.0678390 0.7573710 !msgpostfix Conversion from 1931 CIE XYZ to ECI RGB (D50 reference white)\n !need all 1.7827618 -0.4969847 -0.2690101 -0.9593623 1.9477962 -0.0275807 0.0859317 -0.1744674 1.3228273 !msgpostfix Conversion from Ekta Space PS5 to 1931 CIE XYZ (D50 reference white)\n !need all 0.5938914 0.2729801 0.0973485 0.2606286 0.7349465 0.0044249 # 0.0000000 0.0419969 0.7832131 !msgpostfix Conversion from 1931 CIE XYZ to Ekta Space PS5 (D50 reference white)\n !need all 2.0043819 -0.7304844 -0.2450052 -0.7110285 1.6202126 0.0792227 0.0381263 -0.0868780 1.2725438 !msgpostfix Conversion from NTSC RGB to 1931 CIE XYZ (C reference white)\n !need all 0.6068909 0.1735011 0.2003480 0.2989164 0.5865990 0.1144845 #-0.0000000 0.0660957 1.1162243 !msgpostfix Conversion from 1931 CIE XYZ to NTSC RGB (C reference white)\n !need all 1.9099961 -0.5324542 -0.2882091 -0.9846663 1.9991710 -0.0283082 0.0583056 -0.1183781 0.8975535 !msgpostfix Conversion from PAL/SECAM RGB to 1931 CIE XYZ (D65 reference white)\n !need all 0.4306190 0.3415419 0.1783091 0.2220379 0.7066384 0.0713236 0.0201853 0.1295504 0.9390944 !msgpostfix Conversion from 1931 CIE XYZ to PAL/SECAM RGB (D65 reference white)\n !need all 3.0628971 -1.3931791 -0.4757517 -0.9692660 1.8760108 0.0415560 0.0678775 -0.2288548 1.0693490 !msgpostfix Conversion from ProPhoto RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.7976749 0.1351917 0.0313534 0.2880402 0.7118741 0.0000857 # 0.0000000 # 0.0000000 0.8252100 !msgpostfix Conversion from 1931 CIE XYZ to ProPhoto RGB (D50 reference white)\n !need all 1.3459433 -0.2556075 -0.0511118 -0.5445989 1.5081673 0.0205351 # 0.0000000 # 0.0000000 1.2118128 !msgpostfix Conversion from SMPTE-C RGB to 1931 CIE XYZ (D65 reference white)\n !need all 0.3935891 0.3652497 0.1916313 0.2124132 0.7010437 0.0865432 0.0187423 0.1119313 0.9581563 !msgpostfix Conversion from 1931 CIE XYZ to SMPTE-C RGB (D65 reference white)\n !need all 3.5053960 -1.7394894 -0.5439640 -1.0690722 1.9778245 0.0351722 0.0563200 -0.1970226 1.0502026 !msgpostfix Conversion from sRGB to 1931 CIE XYZ (D65 reference white)\n !need all 0.4124564 0.3575761 0.1804375 0.2126729 0.7151522 0.0721750 0.0193339 0.1191920 0.9503041 !msgpostfix Conversion from 1931 CIE XYZ to sRGB (D65 reference white)\n !need all 3.2404542 -1.5371385 -0.4985314 -0.9692660 1.8760108 0.0415560 0.0556434 -0.2040259 1.0572252 !msgpostfix Conversion from Wide Gamut RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.7161046 0.1009296 0.1471858 0.2581874 0.7249378 0.0168748 # 0.0000000 0.0517813 0.7734287 !msgpostfix Conversion from 1931 CIE XYZ to Wide Gamut RGB (D50 reference white)\n !need all 1.4628067 -0.1840623 -0.2743606 -0.5217933 1.4472381 0.0677227 0.0349342 -0.0968930 1.2884099 # For those RGB working spaces that are not natively D50, the Bradford-adapted, D50 matrices are: # RGB Working Space Reference White RGB to XYZ [M] XYZ to RGB [M]-1 !msgpostfix Conversion from Adobe RGB (1998) to 1931 CIE XYZ (D50 reference white)\n !need all 0.6097559 0.2052401 0.1492240 0.3111242 0.6256560 0.0632197 0.0194811 0.0608902 0.7448387 !msgpostfix Conversion from 1931 CIE XYZ to Adobe RGB (1998) (D50 reference white)\n !need all 1.9624274 -0.6105343 -0.3413404 -0.9787684 1.9161415 0.0334540 0.0286869 -0.1406752 1.3487655 !msgpostfix Conversion from AppleRGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.4755678 0.3396722 0.1489800 0.2551812 0.6725693 0.0722496 0.0184697 0.1133771 0.6933632 !msgpostfix Conversion from 1931 CIE XYZ to AppleRGB (D50 reference white)\n !need all 2.8510695 -1.3605261 -0.4708281 -1.0927680 2.0348871 0.0227598 0.1027403 -0.2964984 1.4510659 !msgpostfix Conversion from Bruce RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.4941816 0.3204834 0.1495550 0.2521531 0.6844869 0.0633600 0.0157886 0.0629304 0.7464909 !msgpostfix Conversion from 1931 CIE XYZ to Bruce RGB (D50 reference white)\n !need all 2.6502856 -1.2014485 -0.4289936 -0.9787684 1.9161415 0.0334540 0.0264570 -0.1361227 1.3458542 !msgpostfix Conversion from CIE RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.4868870 0.3062984 0.1710347 0.1746583 0.8247541 0.0005877 -0.0012563 0.0169832 0.8094831 !msgpostfix Conversion from 1931 CIE XYZ to CIE RGB (D50 reference white)\n !need all 2.3638081 -0.8676030 -0.4988161 -0.5005940 1.3962369 0.1047562 0.0141712 -0.0306400 1.2323842 !msgpostfix Conversion from NTSC RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.6343706 0.1852204 0.1446290 0.3109496 0.5915984 0.0974520 -0.0011817 0.0555518 0.7708399 !msgpostfix Conversion from 1931 CIE XYZ to NTSC RGB (D50 reference white)\n !need all 1.8464881 -0.5521299 -0.2766458 -0.9826630 2.0044755 -0.0690396 0.0736477 -0.1453020 1.3018376 !msgpostfix Conversion from PAL/SECAM RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.4552773 0.3675500 0.1413926 0.2323025 0.7077956 0.0599019 0.0145457 0.1049154 0.7057489 !msgpostfix Conversion from PAL/SECAM RGB to 1931 CIE XYZ (D50 reference white)\n !need all 2.9603944 -1.4678519 -0.4685105 -0.9787684 1.9161415 0.0334540 0.0844874 -0.2545973 1.4216174 !msgpostfix Conversion from SMPTE-C RGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.4163290 0.3931464 0.1547446 0.2216999 0.7032549 0.0750452 0.0136576 0.0913604 0.7201920 !msgpostfix Conversion from 1931 CIE XYZ to SMPTE-C RGB (D50 reference white)\n !need all 3.3921940 -1.8264027 -0.5385522 -1.0770996 2.0213975 0.0207989 0.0723073 -0.2217902 1.3960932 !msgpostfix Conversion from sRGB to 1931 CIE XYZ (D50 reference white)\n !need all 0.4360747 0.3850649 0.1430804 0.2225045 0.7168786 0.0606169 0.0139322 0.0971045 0.7141733 !msgpostfix Conversion from 1931 CIE XYZ to sRGB (D50 reference white)\n !need all 3.1338561 -1.6168667 -0.4906146 -0.9787684 1.9161415 0.0334540 0.0719453 -0.2289914 1.4052427 !msgpostfix CIE Standard Illuminant D65 white point (XYZ tristimulus values)\n !need all 0.950456 # 1.000000 1.088754 !msgpostfix HDTV (ITU-R BT.709), sRGB primary colors\n !need all 0.64 0.33 0.30 0.60 0.15 0.06 !msgpostfix scRGB primary colors\n !need all 0.64 0.33 0.30 0.60 0.15 0.06 !msgpostfix ROMM RGB primary colors\n !need all 0.7347 0.2653 0.1596 0.8404 0.0366 0.0001 !msgpostfix Adobe RGB 98 primary colors\n !need all 0.64 0.33 0.21 0.71 0.15 0.06 !msgpostfix Apple RGB primary colors\n !need all 0.625 0.34 0.28 0.595 0.155 0.07 !msgpostfix NTSC (1953) (FCC 1953, ITU-R BT.470 System M) primary colors\n !need all 0.67 0.33 0.21 0.71 0.14 0.08 !msgpostfix NTSC (1987) (SMPTE RP 145 "SMPTE C") primary colors\n !need all 0.63 0.34 0.31 0.595 0.155 0.07 !msgpostfix PAL/SECAM (1970) (EBU 3213, ITU-R BT.470 System B, G) primary colors\n !need all 0.64 0.33 0.29 0.60 0.15 0.06 !msgpostfix Adobe Wide Gamut RGB primary colors\n !need all 0.735 0.265 0.115 0.826 0.157 0.018 !msgpostfix CIE (1931) E primary colors\n !need all 0.7347 0.2653 0.2738 0.7174 0.1666 0.0089 # See www.brucelindbloom.com/index.html?Eqn_ChromAdapt.html !msgpostfix Bradford Chromatic Adaptation\n !need all 0.8951000 0.2664000 -0.1614000 -0.7502000 1.7135000 0.0367000 0.0389000 -0.0685000 1.0296000 !msgpostfix Inverse Bradford Chromatic Adaptation\n !need all 0.9869929 -0.1470543 0.1599627 0.4323053 0.5183603 0.0492912 -0.0085287 0.0400428 0.9684867 !msgpostfix Von Kries Chromatic Adaptation\n !need all 0.4002400 0.7076000 -0.0808100 -0.2263000 1.1653200 0.0457000 # 0.0000000 # 0.0000000 0.9182200 !msgpostfix Inverse Von Kries Chromatic Adaptation\n !need all 1.8599364 -1.1293816 0.2198974 0.3611914 0.6388125 -0.0000064 # 0.0000000 # 0.0000000 1.0890636 !msgpostfix Recommendation BT.709 RGB to CIE XYZ\n !need all 0.412453 0.357580 0.180423 0.212671 0.715160 0.072169 0.019334 0.119193 0.950227 !msgpostfix CIE XYZ to Recommendation BT.709 RGB\n !need all 3.240479 -1.53715 -0.498535 -0.969256 1.875991 0.041556 0.055648 -0.204043 1.057311 !msgpostfix Convert analog R'G'B' to analog YPbPr (ITU-R BT.601)\n !need all 0.299 0.587 0.114 0.168736 0.331264 #0.5 0.418688 0.081312 !msgpostfix Convert analog R'G'B' to d igital Y?CbCr (8 bits per sample)\n !need all 65.481 128.553 24.966 - 37.797 74.203 112.0 112.0 93.786 18.214 !msgpostfix Convert digital R'dG'dB'd (8 bits per sample) to digital Y?CbCr\n !need all # 65.738 / 256 0.2567890625 #129.057 / 256 0.5041289062 # 25.064 / 256 0.0979062500 #-37.945 / 256 -0.1482226562 # 74.494 / 256 0.2909921875 #112.439 / 256 0.4392148437 # 94.154 / 256 0.3677890625 # 18.285 / 256 0.0714257812 !msgpostfix Convert digital Y?CbCr to digital R'dG'dB'd (8 bits per sample)\n !need all # 298.082 / 256 1.1643828125 # 408.583 / 256 1.5960273437 # 298.082 / 256 1.1643828125 # 100.291 / 256 0.3917617187 # 208.120 / 256 0.8129687500 135.576 # 298.082 / 256 1.1643828125 # 516.412 / 256 2.0172343750 276.836 !msgpostfix Convert RGB to LMS for color deficient users\n !need all 0.05059983 0.08585369 0.00952420 0.01893033 0.08925308 0.01370054 0.00292202 0.00975732 0.07145979 !msgpostfix Convert LMS to RGB for color deficient users\n !need all 30.830854 -29.832659 1.610474 - 6.481468 17.715578 - 2.532642 - 0.375690 - 1.199062 14.273846 numbers-0.2.2/ndb/astronomy/0000755000000000000000000000000011361624721014465 5ustar rootrootnumbers-0.2.2/ndb/astronomy/geometry.txt0000644000000000000000000000043011352024247017053 0ustar rootroot# geometry.ndb, 15 Feb 10 !title geometry !msgpostfix \n # The obliquity of the ecliptic changes over time # 23 26' 21.448" minus 0.468"T # where T is years since 2000 23.4455 | obliquity of the ecliptic in 2000 0.39787 | sin(obliquity of the ecliptic) in 2000 numbers-0.2.2/ndb/astronomy/geophysics.txt0000644000000000000000000000045511360214414017400 0ustar rootroot# # geophysics.txt, 9 Apr 10 # Convert latitude/longitude <=> UK Nationa Grid reference points 6356256.910 | %s Airy 1830 minor semi-axes\n 6377563.396 | %s Airy 1830 major semi-axes\n 0.9996012717 | %s National Grid scale factor on Central meridian\n 6367.65 | %s Radius of the Earth in km\n numbers-0.2.2/ndb/astronomy/large-bodies.txt0000644000000000000000000001457511353006055017572 0ustar rootroot# large-bodies.ndb, 26 Mar 10 # Actually all known objects with a radius of more than 500 miles !msgpostfix mean radius in km\n 696000.0 | Sun 69911.0 | Jupiter 58232.0 | Saturn 25362.0 | Uranus 24622.0 | Neptune 6371.0 | Earth 6051.8 | Venus 3390.0 | Mars 2631.2 | Ganymede 2576.0[5] | Titan 2439.7 | Mercury 2410.3 | Callisto 1821.5 | Io 1737.1 | Moon 1561.0 | Europa 1353.4 | Triton 1300.0[6] | Eris 1195.0 | Pluto 788.9 | Titania 764.4 | Rhea 761.4 | Oberon 750.0[6] | Makemake 745.0 | Sedna 736.0 | Iapetus 604.0 | Charon 600.0 | (225088)_2007_OR10 584.7 | Umbriel 578.9 | Ariel 575[6] | Haumea 572.7[6] | (84522)_2002_TC302 561.6 | Dione 533.0 | Tethys 525.0 | 2005_QU182 500.0 | 50000_Quaoar !msgpostfix mean radius compared to Earth\n 109.25 | Sun 10.97 | Jupiter 9.14 | Saturn 3.98 | Uranus 3.87 | Neptune #1.0 | Earth 0.950 | Venus 0.532 | Mars 0.413 | Ganymede 0.404 | Titan 0.383 | Mercury 0.378 | Callisto 0.286 | Io 0.273 | Moon 0.245 | Europa 0.212 | Triton 0.19 | Eris 0.187 | Pluto 0.124 | Titania 0.12 | Rhea 0.12 | Oberon #0.126-0.157 | Makemake #0.09-0.14 | Sedna 0.113 | Iapetus 0.095 | Charon 0.094 | (225088)_2007_OR10 0.092 | Umbriel 0.091 | Ariel 0.117 | Haumea #0.09 | (84522)_2002_TC302 0.088 | Dione 0.083 | Tethys 0.082 | 2005_QU182 0.0785 | 50000_Quaoar !msgpostfix volume in cubic km\n 1412000000.0E9 | Sun 1431280.0E9 | Jupiter 827130.0E9 | Saturn 68340.0E9 | Uranus 62540.0E9 | Neptune 1083.21E9 | Earth 928.43E9 | Venus 163.18E9 | Mars 76.30E9 | Ganymede 71.52E9 | Titan 60.83E9 | Mercury 58.65E9 | Callisto 25.32E9 | Io 21.958E9 | Moon 15.93E9 | Europa 10.38E9 | Triton #7.0E9 | Eris 7.15E9 | Pluto 2.06E9 | Titania 1.87E9 | Rhea 1.85E9 | Oberon #1.8E9 | Makemake 1.73E9 | Sedna 1.55E9 | Iapetus 0.87E9 | Charon 0.904E9 | (225088)_2007_OR10 0.84E9 | Umbriel 0.81E9 | Ariel # 1.3-1.6 | Haumea 0.786E9 | (84522)_2002_TC302 0.73E9 | Dione 0.624E9 | Tethys 0.606E9 | 2005_QU182 0.523E9 | 50000_Quaoar !msgpostfix volume relative to Earth\n 1303781.0 | Sun 1321.0 | Jupiter 764.0 | Saturn 63.1 | Uranus 57.7 | Neptune #1.0 | Earth 0.857 | Venus 0.151 | Mars 0.0704 | Ganymede 0.0660 | Titan 0.0562 | Mercury 0.0541 | Callisto 0.0234 | Io 0.0203 | Moon 0.0147 | Europa 0.0096 | Triton #0.007 | Eris 0.0066 | Pluto 0.0019 | Titania 0.0017 | Rhea 0.0017 | Oberon #0.002 | Makemake 0.0016 | Sedna 0.0014 | Iapetus #0.0008 | Charon #0.0008 | (225088)_2007_OR10 #0.0008 | Umbriel #0.0008 | Ariel #0.001 | Haumea #0.0007 | (84522)_2002_TC302 #0.0007 | Dione #0.0006 | Tethys 0.00056 | 2005_QU182 #0.0005 | 50000_Quaoar !msgpostfix mass in kg\n 1989100000.0E21 | Sun 1898600.0E21 | Jupiter 568460.0E21 | Saturn 86832.0E21 | Uranus 102430.0E21 | Neptune 5973.6E21 | Earth 4868.5E21 | Venus 641.85E21 | Mars 148.2E21 | Ganymede 134.5E21 | Titan 330.2E21 | Mercury 107.6E21 | Callisto 89.3E21 | Io 73.5E21 | Moon 48.0E21 | Europa 21.5E21 | Triton 16.7[7]E21 | Eris 13.105E21 | Pluto 3.526E21 | Titania 2.3166E21 | Rhea 3.014E21 | Oberon 4.0E21 | Makemake 3.0E21 | Sedna 1.9739E21 | Iapetus 1.52E21 | Charon 1.81E21 | (225088)_2007_OR10 1.2E21 | Umbriel 1.35E21 | Ariel 4.2E21 | Haumea 1.573E21 | (84522)_2002_TC302 1.096E21 | Dione 0.6173E21 | Tethys 1.21E21 | 2005_QU182 1.05E21 | 50000_Quaoar !msgpostfix mass relative to Earth\n 332837.0 | Sun 317.83 | Jupiter 95.159 | Saturn 14.536 | Uranus 17.147 | Neptune #1.0 | Earth 0.815 | Venus 0.107 | Mars 0.0248 | Ganymede 0.0225 | Titan 0.0553 | Mercury 0.018 | Callisto 0.015 | Io 0.0123 | Moon 0.00803 | Europa 0.00359 | Triton 0.0027 | Eris 0.0022 | Pluto 0.00059 | Titania 0.00039 | Rhea #0.0005 | Oberon 0.00067 | Makemake 0.00050 | Sedna 0.00033 | Iapetus 0.00025 | Charon #0.0003 | (225088)_2007_OR10 #0.00020 | Umbriel 0.00022 | Ariel 0.00069 | Haumea 0.00026 | (84522)_2002_TC302 0.000183 | Dione 0.000103 | Tethys #0.0002 | 2005_QU182 0.00017 | 50000_Quaoar !msgpostfix surface gravity (m/s²)\n 274.0 | Sun 24.79 | Jupiter 10.445 | Saturn 8.87 | Uranus 11.15 | Neptune 9.78033 | Earth 8.872 | Venus 3.7 | Mars 1.428 | Ganymede 1.354 | Titan 3.7 | Mercury 1.23603 | Callisto 1.797 | Io 1.625 | Moon 1.316 | Europa 0.782 | Triton 0.662 | Eris 0.61 | Pluto 0.378 | Titania 0.26 | Rhea 0.347 | Oberon 0.47 | Makemake #0.33-0.50 | Sedna 0.223 | Iapetus 0.279 | Charon 0.168 | (225088)_2007_OR10 0.234 | Umbriel 0.269 | Ariel 0.44 | Haumea 0.321 | (84522)_2002_TC302 0.232 | Dione 0.145 | Tethys 0.294 | 2005_QU182 0.281 | 50000_Quaoar !msgpostfix surface gravity relative to Earth\n 28.02 | Sun 2.360 | Jupiter 0.916 | Saturn 0.889 | Uranus 1.120 | Neptune #1.0 | Earth 0.907 | Venus 0.377 | Mars #0.15 | Ganymede #0.14 | Titan 0.377 | Mercury 0.126 | Callisto 0.183 | Io 0.166 | Moon 0.134 | Europa 0.0797 | Triton 0.0677 | Eris 0.062 | Pluto 0.0385 | Titania 0.027 | Rhea 0.035 | Oberon 0.048 | Makemake #0.0337-0.0511 | Sedna 0.0227 | Iapetus 0.028 | Charon 0.017 | (225088)_2007_OR10 0.024 | Umbriel 0.027 | Ariel 0.045 | Haumea 0.033 | (84522)_2002_TC302 0.0236 | Dione 0.015 | Tethys #0.03 | 2005_QU182 0.0287 | 50000_Quaoar numbers-0.2.2/ndb/astronomy/UTC.txt0000644000000000000000000000634111361624657015675 0ustar rootroot# UTC.txt, 15 Apr 10 !title UTC !fuzz 0.000001 !msgpostfix \n 86400.0 | Seconds in a solar day (actual) 86400.0002 | Seconds in a solar day (estimated) 86164.09053 | Seconds in a sidereal day 23.93447 | Hours in a sidereal day 0.99726957 | SI days in a siderial day 86164.09890 | Seconds in a stellar day 1.002737923 | Relative speed of sidereal and solar time 354.37 | Days in mean year in lunar calendars 365.24219 | Days in mean tropical year near the year 2000 365.2424 | Days in vernal equinox year 365.2425 | Days in mean year in the Gregorian calendar 365.25 | Days in mean year in the Julian calendar 365.2564 | Days a sidereal year 27.3217 | Days in sidereal month 29.53059 | Days in mean synodic month 30.436875 | Days in mean length of a Gregorian calendar month 2415021.0 | Julian date of 1 Jan 1900 2451545.0 | Julian date of 1 Jan 2000 7.2921159e-5 | Angular rotation of the Earth in radians per second !msgpostfix Julian date on which a leap second was added\n 2437300.5 | 1961 JAN 1 2437512.5 | 1961 AUG 1 2437665.5 | 1962 JAN 1 2438334.5 | 1963 NOV 1 2438395.5 | 1964 JAN 1 2438486.5 | 1964 APR 1 2438639.5 | 1964 SEP 1 2438761.5 | 1965 JAN 1 2438820.5 | 1965 MAR 1 2438942.5 | 1965 JUL 1 2439004.5 | 1965 SEP 1 2439126.5 | 1966 JAN 1 2439887.5 | 1968 FEB 1 2441317.5 | 1972 JAN 1, 10.0 2441499.5 | 1972 JUL 1, 11.0 2441683.5 | 1973 JAN 1, 12.0 2442048.5 | 1974 JAN 1, 13.0 2442413.5 | 1975 JAN 1, 14.0 2442778.5 | 1976 JAN 1, 15.0 2443144.5 | 1977 JAN 1, 16.0 2443509.5 | 1978 JAN 1, 17.0 2443874.5 | 1979 JAN 1, 18.0 2444239.5 | 1980 JAN 1, 19.0 2444786.5 | 1981 JUL 1, 20.0 2445151.5 | 1982 JUL 1, 21.0 2445516.5 | 1983 JUL 1, 22.0 2446247.5 | 1985 JUL 1, 23.0 2447161.5 | 1988 JAN 1, 24.0 2447892.5 | 1990 JAN 1, 25.0 2448257.5 | 1991 JAN 1, 26.0 2448804.5 | 1992 JUL 1, 27.0 2449169.5 | 1993 JUL 1, 28.0 2449534.5 | 1994 JUL 1, 29.0 2450083.5 | 1996 JAN 1, 30.0 2450630.5 | 1997 JUL 1, 31.0 2451179.5 | 1999 JAN 1, 32.0 2453736.5 | 2006 JAN 1, 33.0 2454832.5 | 2009 JAN 1, 34.0 !msgpostfix Modified Julian date on which a leap second was added\n 37300.0 | 1961 JAN 1 37512.0 | 1961 AUG 1 37665.0 | 1962 JAN 1 38334.0 | 1963 NOV 1 38395.0 | 1964 JAN 1 38486.0 | 1964 APR 1 38639.0 | 1964 SEP 1 38761.0 | 1965 JAN 1 38820.0 | 1965 MAR 1 38942.0 | 1965 JUL 1 39004.0 | 1965 SEP 1 39126.0 | 1966 JAN 1 39887.0 | 1968 FEB 1 41317.0 | 1972 JAN 1, 10.0 41499.0 | 1972 JUL 1, 11.0 41683.0 | 1973 JAN 1, 12.0 42048.0 | 1974 JAN 1, 13.0 42413.0 | 1975 JAN 1, 14.0 42778.0 | 1976 JAN 1, 15.0 43144.0 | 1977 JAN 1, 16.0 43509.0 | 1978 JAN 1, 17.0 43874.0 | 1979 JAN 1, 18.0 44239.0 | 1980 JAN 1, 19.0 44786.0 | 1981 JUL 1, 20.0 45151.0 | 1982 JUL 1, 21.0 45516.0 | 1983 JUL 1, 22.0 46247.0 | 1985 JUL 1, 23.0 47161.0 | 1988 JAN 1, 24.0 47892.0 | 1990 JAN 1, 25.0 48257.0 | 1991 JAN 1, 26.0 48804.0 | 1992 JUL 1, 27.0 49169.0 | 1993 JUL 1, 28.0 49534.0 | 1994 JUL 1, 29.0 50083.0 | 1996 JAN 1, 30.0 50630.0 | 1997 JUL 1, 31.0 51179.0 | 1999 JAN 1, 32.0 53736.0 | 2006 JAN 1, 33.0 54832.0 | 2009 JAN 1, 34.0 numbers-0.2.2/ndb/astronomy/all.txt0000644000000000000000000000022511360214440015765 0ustar rootroot# all.txt, 9 Apr 10 !title astronomy !include earth.txt !include geometry.txt !include geophysics.txt !include large-bodies.txt !include UTC.txt numbers-0.2.2/ndb/astronomy/earth.txt0000644000000000000000000000456611360325663016346 0ustar rootroot# # earth.txt, 30 Mar 10 !msgpostfix Calculation of gravity at sea level as a function of latitude\n !need all 9.80616 -0.0026373 0.0000059 !fuzz 0.000001 !msgpostfix \n 6356.752 | Semiaxis of the Earth GRS-80 ellipsoid at the poles 6378.137 | Semiaxis of the Earth GRS-80 ellipsoid at the equator !msgpostfix WGS-72 ellipsoid for the Earth\n !need all 6356750.5 6378135.0 !msgpostfix WGS-84 ellipsoid for the Earth\n !need all 6356752.3 6378137.0 !msgpostfix Bessel 1841 ellipsoid for the Earth\n !need all 6356079.0 6377397.2 !msgpostfix GRS-80 ellipsoid for the Earth\n !need all 6356752.3141 6378137.0 !msgpostfix WGS84 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378137.0 298.25722210088 !msgpostfix NAD27 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378206.4 294.9786982138 !msgpostfix AIRY Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6377563.396 299.3249646 !msgpostfix AIRY-MODIFIED Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6377340.189 299.3249646 !msgpostfix AUSTRALIAN Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378160.0 298.25 !msgpostfix BESSEL-1841 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6377397.155 299.1528128 !msgpostfix CLARKE-1880 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378249.145 293.465 !msgpostfix EVEREST-1830 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n 6377276.345 290.8017 !msgpostfix EVEREST-MODIFIED Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6377304.063 290.8017 !msgpostfix FISHER-1960 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378166.0 298.3 !msgpostfix FISHER-1968 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378150.0 298.3 !msgpostfix HOUGH-1956 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378270.0 297.0 !msgpostfix HAYFORD Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378388.0 297.0 !msgpostfix KRASSOVSKY-1938 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378245.0 298.3 !msgpostfix NWL-9D Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378145.0 298.25 !msgpostfix SOUTHAMERICAN-1969 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378160.0 298.25 !msgpostfix SOVIET-1985 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378136.0 298.257 !msgpostfix WGS72 Ellipsoid Semi-Major Axis (m.) 1/Flattening\n !need all 6378135.0 298.26 numbers-0.2.2/ndb/biology/0000755000000000000000000000000011352701637014100 5ustar rootrootnumbers-0.2.2/ndb/biology/weather.txt0000644000000000000000000000027411352701305016273 0ustar rootroot# # weather.txt, 25 Mar 10 !msgpostfix Fosberg fire weather index\n !need all 0.03229 0.281073 0.000578 2.22749 0.160107 0.014784 21.0606 0.005565 0.00035 0.483199 0.3002 numbers-0.2.2/ndb/biology/all.txt0000644000000000000000000000010711352701331015376 0ustar rootroot# # all.txt, 25 Mar 10 !include temperature.txt !include weather.txt numbers-0.2.2/ndb/biology/temperature.txt0000644000000000000000000000044111352677542017204 0ustar rootroot# # temperature.txt, 25 Mar 10 # The Heat Index "equation" (or, More than You Ever Wanted to Know # About Heat Index) by Lans P. Rothfusz !msgpostfix Heat index\n !need all -42.379 2.04901523 10.14333127 - 0.22475541 - 0.00683783 - 0.05481717 0.00122874 0.00085282 - 0.00000199 numbers-0.2.2/ndb/physics/0000755000000000000000000000000011360216304014105 5ustar rootrootnumbers-0.2.2/ndb/physics/particle-mass.txt0000644000000000000000000003206111352124716017422 0ustar rootroot# particle-mass.txt, 8 Feb 10 # From: http://physics.nist.gov/constants # Source: Peter J. Mohr and Barry N. Taylor, CODATA Recommended Values of the # Fundamental Physical Constants: 2002, published in Rev. Mod. Phys. # vol. 77(1) 1-107 (2005). !title particle-mass !msgpostfix \n 4.836 331 67e-3 | electron-muon mass ratio 2.875 64e-4 | electron-tau mass ratio 206.766 9894 | electron-muon magnetic moment ratio 5.446 170 2173e-4 | electron-proton mass ratio 5.438 673 4481e-4 | electron-neutron mass ratio 2.724 437 1095e-4 | electron-deuteron mass ratio 1.370 933 555 75e-4 | electron to alpha particle mass ratio -1.758 820 12e11 | electron charge to mass quotient 5.485 799 0945e-7 | electron molar mass # 2.817 940 325e-15 | classical electron radius -928.476 412e-26 | electron magnetic moment -1.001 159 652 1859 | electron magnetic moment to Bohr magneton ratio -1838.281 971 07 | electron magnetic moment to nuclear magneton ratio 1.159 652 1859e-3 | electron magnetic moment anomaly -2.002 319 304 3718 | electron g factor 206.766 9894 | electron-muon magnetic moment ratio -658.210 6862 | electron-proton magnetic moment ratio -658.227 5956 | electron to shielded proton magnetic moment ratio 960.920 50 | electron-neutron magnetic moment ratio -2143.923 493 | electron-deuteron magnetic moment ratio 864.058 255 | electron to shielded helion magnetic moment ratio 1.760 859 74e11 | electron gyromagnetic ratio 28 024.9532 | electron gyromagnetic ratio over 2 pi 1.883 531 40e-28 | muon mass 0.113 428 9264 | muon mass in u 1.692 833 60e-11 | muon mass energy equivalent 105.658 3692 | muon mass energy equivalent in MeV 206.768 2838 | muon-electron mass ratio 5.945 92e-2 | muon-tau mass ratio 0.112 609 5269 | muon-proton mass ratio 0.112 454 5175 | muon-neutron mass ratio 0.113 428 9264e-3 | muon molar mass 11.734 441 05e-15 | muon Compton wavelength 1.867 594 298e-15 | muon Compton wavelength over 2 pi -4.490 447 99e-26 | muon magnetic moment -4.841 970 45e-3 | muon magnetic moment to Bohr magneton ratio -8.890 596 98 | muon magnetic moment to nuclear magneton ratio 1.165 919 81e-3 | muon magnetic moment anomaly -2.002 331 8396 | muon g factor -3.183 345 118 | muon-proton magnetic moment ratio 3.167 77e-27 | tau mass 1.907 68 | tau mass in u 2.847 05e-10 | tau mass energy equivalent 1776.99 | tau mass energy equivalent in MeV 3477.48 | tau-electron mass ratio 16.8183 | tau-muon mass ratio 1.893 90 | tau-proton mass ratio 1.891 29 | tau-neutron mass ratio 1.907 68e-3 | tau molar mass 0.697 72e-15 | tau Compton wavelength 0.111 046e-15 | tau Compton wavelength over 2 pi # 1.672 621 71e-27 | proton mass 1.007 276 466 88 | proton mass in u 1.503 277 43e-10 | proton mass energy equivalent 938.272 029 | proton mass energy equivalent in MeV 1836.152 672 61 | proton-electron mass ratio 8.880 243 33 | proton-muon mass ratio 0.528 012 | proton-tau mass ratio 0.998 623 478 72 | proton-neutron mass ratio 9.578 833 76e7 | proton charge to mass quotient 1.007 276 466 88e-3 | proton molar mass 1.321 409 8555e-15 | proton Compton wavelength 0.210 308 9104e-15 | proton Compton wavelength over 2 pi 1.410 606 71e-26 | proton magnetic moment 1.521 032 206e-3 | proton magnetic moment to Bohr magneton ratio 2.792 847 351 | proton magnetic moment to nuclear magneton ratio 5.585 694 701 | proton g factor -1.459 898 05 | proton-neutron magnetic moment ratio 1.410 570 47e-26 | shielded proton magnetic moment 1.520 993 132e-3 | shielded proton magnetic moment to Bohr magneton ratio 2.792 775 604 | shielded proton magnetic moment to nuclear magneton ratio 25.689e-6 | proton magnetic shielding correction 2.675 222 05e8 | proton gyromagnetic ratio 42.577 4813 | proton gyromagnetic ratio over 2 pi 2.675 153 33e8 | shielded proton gyromagnetic ratio 42.576 3875 | shielded proton gyromagnetic ratio over 2 pi 0.8750e-15 | proton rms charge radius 1.674 927 28e-27 | neutron mass 1.008 664 915 60 | neutron mass in u 1.505 349 57e-10 | neutron mass energy equivalent 939.565 360 | neutron mass energy equivalent in MeV 1838.683 6598 | neutron-electron mass ratio 8.892 484 02 | neutron-muon mass ratio 0.528 740 | neutron-tau mass ratio 1.001 378 418 70 | neutron-proton mass ratio 1.008 664 915 60e-3 | neutron molar mass 1.319 590 9067e-15 | neutron Compton wavelength 0.210 019 4157e-15 | neutron Compton wavelength over 2 pi -0.966 236 45e-26 | neutron magnetic moment -1.041 875 63e-3 | neutron magnetic moment to Bohr magneton ratio -1.913 042 73 | neutron magnetic moment to nuclear magneton ratio -3.826 085 46 | neutron g factor 1.040 668 82e-3 | neutron-electron magnetic moment ratio -0.684 979 34 | neutron-proton magnetic moment ratio -0.684 996 94 | neutron to shielded proton magnetic moment ratio 1.832 471 83e8 | neutron gyromagnetic ratio 29.164 6950 | neutron gyromagnetic ratio over 2 pi 3.343 583 35e-27 | deuteron mass 2.013 553 212 70 | deuteron mass in u 3.005 062 85e-10 | deuteron mass energy equivalent 1875.612 82 | deuteron mass energy equivalent in MeV 3670.482 9652 | deuteron-electron mass ratio 1.999 007 500 82 | deuteron-proton mass ratio 2.013 553 212 70e-3 | deuteron molar mass 0.433 073 482e-26 | deuteron magnetic moment 0.466 975 4567e-3 | deuteron magnetic moment to Bohr magneton ratio 0.857 438 2329 | deuteron magnetic moment to nuclear magneton ratio -4.664 345 548e-4 | deuteron-electron magnetic moment ratio 0.307 012 2084 | deuteron-proton magnetic moment ratio -0.448 206 52 | deuteron-neutron magnetic moment ratio 2.1394e-15 | deuteron rms charge radius 5.006 412 14e-27 | helion mass 3.014 932 2434 | helion mass in u 4.499 538 84e-10 | helion mass energy equivalent 2808.391 42 | helion mass energy equivalent in MeV 5495.885 269 | helion-electron mass ratio 2.993 152 6671 | helion-proton mass ratio 3.014 932 2434e-3 | helion molar mass -1.074 553 024e-26 | shielded helion magnetic moment -1.158 671 474e-3 | shielded helion magnetic moment to Bohr magneton ratio -2.127 497 723 | shielded helion magnetic moment to nuclear magneton ratio -0.761 766 562 | shielded helion to proton magnetic moment ratio -0.761 786 1313 | shielded helion to shielded proton magnetic moment ratio 2.037 894 70e8 | shielded helion gyromagnetic ratio 32.434 1015 | shielded helion gyromagnetic ratio over 2 pi 6.644 6565e-27 | alpha particle mass 4.001 506 179 149 | alpha particle mass in u 5.971 9194e-10 | alpha particle mass energy equivalent 3727.379 17 | alpha particle mass energy equivalent in MeV 7294.299 5363 | alpha particle-electron mass ratio 3.972 599 689 07 | alpha particle-proton mass ratio 4.001 506 179 149e-3 | alpha particle molar mass # 1.660 538 86e-27 | atomic mass constant 1.492 417 90e-10 | atomic mass constant energy equivalent 931.494 043 | atomic mass constant energy equivalent in MeV 1.002 077 10e-13 | Cu x unit 1.002 099 66e-13 | Mo x unit 1.000 015 09e-10 | Angstrom star 543.102 122e-12 | lattice parameter of silicon 192.015 5965e-12 | {220} lattice spacing of silicon 12.058 8382e-6 | molar volume of silicon # 1.660 538 86e-27 | unified atomic mass unit # 1.054 571 68e-34 | natural unit of action -> reduced Planck constant hbar = h / (2 pi) # 6.582 119 15e-16 | natural unit of action in eV s -> Planck constant divided by 2 pi in eV s # 9.109 3826e-31 | natural unit of mass -> electron mass me # 8.187 1047e-14 | natural unit of energy -> electron mass energy equivalent # 0.510 998 918 | natural unit of energy in MeV -> electron mass energy equivalent in MeV 2.730 924 19e-22 | natural unit of momentum # 0.510 998 918 | natural unit of momentum in MeV/c -> electron mass energy equivalent in MeV # 386.159 2678e-15 | natural unit of length -> Compton wavelength over 2 pi 1.288 088 6677e-21 | natural unit of time # 1.602 176 53e-19 | atomic unit of charge -> elementary charge e # 9.109 3826e-31 | atomic unit of mass -> electron mass me # 1.054 571 68e-34 | atomic unit of action -> reduced Planck constant hbar = h / (2 pi) # 0.529 177 2108e-10 | atomic unit of length -> Bohr radius a0 = ? / 4?R? # 4.359 744 17e-18 | atomic unit of energy -> Hartree energy Eh = 2Re hc 2.418 884 326 505e-17| atomic unit of time 8.238 7225e-8 | atomic unit of force 2.187 691 2633e6 | atomic unit of velocity 1.992 851 66e-24 | atomic unit of momentum 6.623 617 82e-3 | atomic unit of current 1.081 202 317e12 | atomic unit of charge density # 27.211 3845 | atomic unit of electric potential -> Hartree energy in eV 5.142 206 42e11 | atomic unit of electric field 9.717 361 82e21 | atomic unit of electric field gradient 8.478 353 09e-30 | atomic unit of electric dipole moment 4.486 551 24e-40 | atomic unit of electric quadrupole moment 1.648 777 274e-41 | atomic unit of electric polarizablity 3.206 361 51e-53 | atomic unit of 1st hyperpolarizablity 6.235 3808e-65 | atomic unit of 2nd hyperpolarizablity 2.350 517 42e5 | atomic unit of magnetic flux density 1.854 801 90e-23 | atomic unit of magnetic dipole moment 7.891 036 60e-29 | atomic unit of magnetizability 1.112 650 056e-10 | atomic unit of permittivity 1.112 650 056e-17 | joule-kilogram relationship 5.034 117 20e24 | joule-inverse meter relationship 1.509 190 37e33 | joule-hertz relationship 7.242 963e22 | joule-kelvin relationship 6.241 509 47e18 | joule-electron volt relationship 6.700 5361e9 | joule-atomic mass unit relationship 2.293 712 57e17 | joule-hartree relationship 8.987 551 787e16 | kilogram-joule relationship 4.524 438 91e41 | kilogram-inverse meter relationship 1.356 392 66e50 | kilogram-hertz relationship 6.509 650e39 | kilogram-kelvin relationship 5.609 588 96e35 | kilogram-electron volt relationship 6.022 1415e26 | kilogram-atomic mass unit relationship 2.061 486 05e34 | kilogram-hartree relationship 1.986 445 61e-25 | inverse meter-joule relationship 2.210 218 81e-42 | inverse meter-kilogram relationship 299 792 458 | inverse meter-hertz relationship # 1.438 7752e-2 | inverse meter-kelvin relationship -> second radiation constant c2 = hc / k 1.239 841 91e-6 | inverse meter-electron volt relationship 1.331 025 0506e-15 | inverse meter-atomic mass unit relationship 4.556 335 252 760e-8 | inverse meter-hartree relationship # 6.626 0693e-34 | hertz-joule relationship -> Planck constant 7.372 4964e-51 | hertz-kilogram relationship 3.335 640 951e-9 | hertz-inverse meter relationship 4.799 2374e-11 | hertz-kelvin relationship # 4.135 667 43e-15 | hertz-electron volt relationship -> Planck constant in eV s 4.439 821 667e-24 | hertz-atomic mass unit relationship 1.519 829 846 006e-16| hertz-hartree relationship # 1.380 6505e-23 | kelvin-joule relationship -> Boltzmann constant 1.536 1808e-40 | kelvin-kilogram relationship 69.503 56 | kelvin-inverse meter relationship 2.083 6644e10 | kelvin-hertz relationship 8.617 343e-5 | kelvin-electron volt relationship 9.251 098e-14 | kelvin-atomic mass unit relationship 3.166 8153e-6 | kelvin-hartree relationship # 1.602 176 53e-19 | electron volt-joule relationship -> elementary charge e 1.782 661 81e-36 | electron volt-kilogram relationship 8.065 544 45e5 | electron volt-inverse meter relationship # 2.417 989 40e14 | electron volt-hertz relationship -> elementary charge divided by h 1.160 4505e4 | electron volt-kelvin relationship 1.073 544 171e-9 | electron volt-atomic mass unit relationship 3.674 932 45e-2 | electron volt-hartree relationship 1.492 417 90e-10 | atomic mass unit-joule relationship # 1.660 538 86e-27 | atomic mass unit-kilogram relationship 7.513 006 608e14 | atomic mass unit-inverse meter relationship 2.252 342 718e23 | atomic mass unit-hertz relationship 1.080 9527e13 | atomic mass unit-kelvin relationship 931.494 043e6 | atomic mass unit-electron volt relationship 3.423 177 686e7 | atomic mass unit-hartree relationship # 4.359 744 17e-18 | hartree-joule relationship 4.850 869 60e-35 | hartree-kilogram relationship 2.194 746 313 705e7 | hartree-inverse meter relationship 6.579 683 920 721e15 | hartree-hertz relationship 3.157 7465e5 | hartree-kelvin relationship # 27.211 3845 | hartree-electron volt relationship -> Hartree energy in eV 2.921 262 323e-8 | hartree-atomic mass unit relationship numbers-0.2.2/ndb/physics/all.txt0000644000000000000000000000020411351766316015427 0ustar rootroot# all.txt, 22 Mar 10 !title physics !include common.txt !include density.txt !include temperature.txt !include particle-mass.txt numbers-0.2.2/ndb/physics/temperature.txt0000644000000000000000000000020011352124726017202 0ustar rootroot# temperature.txt, 3 Feb 10 !title temperature !msgpostfix \n 273.15 | ice point of water 273.16 | triple point of water numbers-0.2.2/ndb/physics/common.txt0000644000000000000000000001272211357162666016163 0ustar rootroot# common.txt, 7 Apr 10 # Commonly seen physical constants !title physics !msgpostfix \n 299 792 458 | Speed of light in vacuum, c 6.67428(67)E-11 | Newtonian constant of gravitation, G 6.7087e-39 | Newtonian constant of gravitation over h-bar c 6.626 068 96(33)E-34 | Planck constant, h 4.135 667 43e-15 | Planck constant in eV s 1.054 571 628(53)E-34 | reduced Planck constant, hbar = h / (2 pi) 6.582 119 15e-16 | Planck constant divided by 2 pi in eV s 197.326 968 | Planck constant divided by 2 pi times c in MeV fm # Table of electromagnetic constants # Quantity Symbol Value[5] (SI units) Relative Standard Uncertainty 1.256 637 061E-6 | Permeability of free space/Magnetic constant (vacuum permeability), mu 8.854 187 817E-12 | Permittivity of free space/Electric constant (vacuum permittivity), epsilon = 1/(mu c^2), 376.730 313 461 | Characteristic impedance of vacuum 8.987 551 787E9 | Coulomb's constant 1.602 176 487(40)E-19 | Electron charge, e # 1.60217733 | value given by older Codata 2.417 989 40e14 | Electron charge divided by h 927.400 915(23)E-26 | Bohr magneton, mu_B = e hbar / 2 m_e 5.788 381 804e-5 | Bohr magneton in eV/T 13.996 2458e9 | Bohr magneton in Hz/T 46.686 4507 | Bohr magneton in inverse meters per tesla 0.671 7131 | Bohr magneton in K/T 7.748 091 7004(53)E-5 | conductance quantum, G0 = 2e2 / h 12 906.403 7787(88) | inverse conductance quantum, G0 - 1 = h / 2e2 4.835 978 91(12)E14 | Josephson constant, KJ = 2e / h 2.067 833 667(52)E-15 | magnetic flux quantum, ?0 = h / 2e 5.050 783 43(43)E-27 | nuclear magneton, mu_N = e hbar / 2 m_p 3.152 451 259e-8 | nuclear magneton in eV/T 7.622 593 71 | nuclear magneton in MHz/T 2.542 623 58e-2 | nuclear magneton in inverse meters per tesla 3.658 2637e-4 | nuclear magneton in K/T 25 812.807 557(18) | von Klitzing constant, RK = h / e2 # Table of atomic and nuclear constants # Quantity Symbol Value[5] (SI units) Relative Standard Uncertainty 5.291 772 108(18)E-11 | Bohr radius, a0 = ? / 4?R? 2.817 940 2894(58)E-15 | classical electron radius, re = e2 / 4??0mec2 9.109 382 15(45)E-31 | electron mass, me 5.485 799 0945e-4 | electron mass in u 8.187 1047e-14 | electron mass energy equivalent 0.510 998 918 | electron mass energy equivalent in MeV 2.426 310 238e-12 | Compton wavelength 386.159 2678e-15 | Compton wavelength over 2 pi 1.166 39(1)E-5 | Fermi coupling constant, G_F / (hbar c)^3 7.297 352 537 6(50)E-3 | fine-structure constant, alpha = mu e^2 c / (2 h) = e^2 / (4 pi epsilon hbar c) 137.035 999 11 | inverse fine-structure constant 4.359 744 17(75)E-18 | Hartree energy, Eh = 2Re hc 27.211 3845 | Hartree energy in eV 1.672 621 637(83)E-27 | proton mass, mp 3.636 947 550(24)E-4 | quantum of circulation, h / 2me 10 973 731.568 525(73) | Rydberg constant, R = a^2me c / 2h 3.289 841 960 360e15 | Rydberg constant times c in Hz 2.179 872 09e-18 | Rydberg constant times hc in J 13.605 6923 | Rydberg constant times hc in eV 6.652 458 73(13)E-29 | Thomson cross section, (8pi / 3)r^2 0.222 15(76) | weak mixing angle, (sinW)^2 = 1 - (mW / mZ)^2 # Table of physico-chemical constants # Quantity Symbol Value[5] (SI units) Relative Standard Uncertainty 1.660 538 86(28)E-27 | atomic mass unit (unified atomic mass unit) mu = 1 u 6.022 141 5(10)E23 | Avogadro's number NA,L # 6.02205d23 | value given by older Codata 1.380 6504(24)E-23 | Boltzmann constant, k = kB = R / NA 96 485.3383(83) | Faraday constant, F = NAe 3.741 771 18(19)E-16 | first radiation constant, c1 = 2?hc2 1.191 042 82(20)E-16 | first radiation constant for spectral radiance c1L 2.686 777 3(47)E25 | Loschmidt constant at T=273.15 K and p=101.325 kPa n0 = NA / Vm 8.314 472(15) | gas constant, R 3.990 312 716(27)E-10 | molar Planck constant, NAh 0.119 626 565 72 | molar Planck constant times c 2.2710 981(40)E-2 | molar volume of an ideal gas at T=273.15 K and p=100 kPa Vm = RT / p 2.2413 996(39)E-2 | molar volume of an ideal gas at T=273.15 K and p=101.325 kPa 1.151 704 7(44) | Sackur-Tetrode constant at T=1 K and p=100 kPa 1.164 867 7(44) | Sackur-Tetrode constant at T=1 K and p=101.325 kPa 1.438 775 2(25)E-2 | second radiation constant, c2 = hc / k 5.670 400(40)E-8 | Stefan Boltzmann constant, sigma = (pi^2 / 60) k^4 / hbar^3 c^2 2.897 768 5(51)E-3 | Wien displacement law constant, b = (hc / k) / 4.965 114 231... # Table of adopted values # Quantity Symbol Value (SI units) Relative Standard Uncertainty 4.835 979E14 | defined conventional value of Josephson constant, KJ - 90 25 812.807 | defined conventional value of von Klitzing constant, RK - 90 1.99264654(10)E-26 | molar mass relative to Carbon-12 2.204 623 262E-3 | molar mass constant 9.806 65 | acceleration of gravity on Earth 101 325 | defined standard atmosphere, atm 1.616 252(81)E-35 | Planck length, l/P = sqrt((hbar G)/(c^3)) 2.176 44(11)E-8 | Planck mass, m/P = sqrt((hbar c)/(G)) 5.391 24(27)E-44 | Planck time, t/P = sqrt((hbar G)/(c^5)) 1.875 545 870(47)E-18 | Planck charge, q/P = sqrt(4 pi epsilon_0 hbar c) 1.416 785(71)E32 | Planck temperature, T/P = sqrt((hbar c^5)/(G k^2)) 3.339E-30 | Debye in Coloumb per meter numbers-0.2.2/ndb/physics/density.txt0000644000000000000000000000015111352025256016327 0ustar rootroot# # density.txt, 22 Mar 10 !title density !msgpostfix \n 1.2929e-03 | density of air (g/cm^3) at ??? numbers-0.2.2/src/0000755000175100000000000000000011361636707013131 5ustar plagchkrootnumbers-0.2.2/src/configure.scan0000644000175100000000000000177311335034066015757 0ustar plagchkroot# -*- Autoconf -*- # Process this file with autoconf to produce a configure script. AC_PREREQ(2.61) AC_INIT(FULL-PACKAGE-NAME, VERSION, BUG-REPORT-ADDRESS) AC_CONFIG_SRCDIR([t.c]) AC_CONFIG_HEADER([config.h]) # Checks for programs. AC_PROG_CC # Checks for libraries. # FIXME: Replace `main' with a function in `-lgmp': AC_CHECK_LIB([gmp], [main]) # FIXME: Replace `main' with a function in `-lm': AC_CHECK_LIB([m], [main]) # Checks for header files. AC_HEADER_DIRENT AC_HEADER_STDC AC_CHECK_HEADERS([float.h inttypes.h limits.h stddef.h stdlib.h string.h sys/param.h unistd.h]) # Checks for typedefs, structures, and compiler characteristics. AC_C_CONST AC_TYPE_SIZE_T AC_HEADER_STDBOOL AC_TYPE_UINT16_T AC_TYPE_UINT32_T AC_TYPE_UINT8_T # Checks for library functions. AC_FUNC_CLOSEDIR_VOID AC_FUNC_MALLOC AC_FUNC_MEMCMP AC_FUNC_REALLOC AC_FUNC_STAT AC_FUNC_STRTOD AC_FUNC_VPRINTF AC_CHECK_FUNCS([getcwd regcomp strstr strtol]) AC_CONFIG_FILES([makefile]) AC_OUTPUT numbers-0.2.2/src/Makefile0000644000000000000000000000375411361425747014136 0ustar rootroot# 6 Apr10 # Force make on windows to use a useful shell SHELL=sh # Some directories BIN_DIR=bin CC=gcc #CC=/usr1/expsrc/gcc-3.4.4/gcc/xgcc -B/usr1/expsrc/gcc-3.4.4/gcc/ -fbounds-checking -DVALGRIND CFLAGS=-I/usr/local/include -Wall -DFULL_POSIX -g LFLAGS= LIBS=-lm -L/usr/local/lib -lgmp -lgmp E_OBJ = numbers.o \ options.o \ readdb.o \ global.o \ errors.o \ fltval.o \ utils.o \ levkeydist.o \ chkfile.o \ printnum.o \ matchnum.o \ hashtab.o \ hashfunc.o \ usage.o \ words.o \ isprop.o numbers: $(E_OBJ) echo "Done" clean: rm *.o .c.o: $(CC) -c $(CFLAGS) $< # # MM output header dependencies # $(CC) -MM -c $(CFLAGS) -g $< numbers.o: numbers.c global.h ../config.h printnum.h options.h \ chkfile.h usage.h options.o: options.c global.h ../config.h errors.h utils.h hashtab.h \ fltval.h readdb.h chkfile.h levkeydist.h matchnum.h printnum.h \ options.h usage.h readdb.o: readdb.c global.h ../config.h errors.h isprop.h fltval.h \ printnum.h matchnum.h utils.h readdb.h global.o: global.c global.h ../config.h errors.o: errors.c global.h ../config.h fltval.o: fltval.c global.h ../config.h errors.h utils.h fltval.h levkeydist.o: levkeydist.c global.h ../config.h printnum.h levkeydist.h chkfile.o: chkfile.c global.h ../config.h errors.h isprop.h fltval.h \ ../hash/hashtable.h hashtab.h printnum.h matchnum.h chkfile.h words.h printnum.o: printnum.c global.h ../config.h fltval.h hashtab.h \ ../hash/hashtable_itr.h ../hash/hashtable.h ../hash/hashtable_private.h \ matchnum.h printnum.h matchnum.o: matchnum.c global.h ../config.h utils.h errors.h isprop.h \ fltval.h levkeydist.h printnum.h hashtab.h chkfile.h matchnum.h usage.h hashtab.o: hashtab.c global.h ../config.h errors.h utils.h fltval.h \ hashfunc.h ../hash/hashtable.h ../hash/hashtable_itr.h \ ../hash/hashtable.h ../hash/hashtable_private.h hashtab.h isprop.o: isprop.c global.h ../config.h isprop.h usage.o: usage.c usage.h ../config.h isprop.h global.h words.o: words.c words.h ../config.h isprop.h global.h numbers-0.2.2/src/hashfunc.c0000644000175100000000000010527711346052637015105 0ustar plagchkroot/* ------------------------------------------------------------------------------- lookup3.c, by Bob Jenkins, May 2006, Public Domain. These are functions for producing 32-bit hashes for hash table lookup. hashword(), hashlittle(), hashlittle2(), hashbig(), mix(), and final() are externally useful functions. Routines to test the hash are included if SELF_TEST is defined. You can use this free for any purpose. It's in the public domain. It has no warranty. You probably want to use hashlittle(). hashlittle() and hashbig() hash byte arrays. hashlittle() is is faster than hashbig() on little-endian machines. Intel and AMD are little-endian machines. On second thought, you probably want hashlittle2(), which is identical to hashlittle() except it returns two 32-bit hashes for the price of one. You could implement hashbig2() if you wanted but I haven't bothered here. If you want to find a hash of, say, exactly 7 integers, do a = i1; b = i2; c = i3; mix(a,b,c); a += i4; b += i5; c += i6; mix(a,b,c); a += i7; final(a,b,c); then use c as the hash value. If you have a variable length array of 4-byte integers to hash, use hashword(). If you have a byte array (like a character string), use hashlittle(). If you have several byte arrays, or a mix of things, see the comments above hashlittle(). Why is this so big? I read 12 bytes at a time into 3 4-byte integers, then mix those integers. This is fast (you can do a lot more thorough mixing with 12*3 instructions on 3 integers than you can with 3 instructions on 1 byte), but shoehorning those bytes into integers efficiently is messy. ------------------------------------------------------------------------------- */ #include "../config.h" #define SELF_TEST 0 #include /* defines printf for tests */ #include /* attempt to define endianness */ #ifdef linux # include /* attempt to define endianness */ #endif #if SELF_TEST #include /* defines time_t for timings in the test */ #endif #if HAVE_INTTYPE_H #include /* defines uint32_t etc */ #else typedef unsigned char uint8_t; typedef unsigned short uint16_t; typedef unsigned int uint32_t; #endif /* * My best guess at if you are big-endian or little-endian. This may * need adjustment. */ #if (defined(__BYTE_ORDER) && defined(__LITTLE_ENDIAN) && \ __BYTE_ORDER == __LITTLE_ENDIAN) || \ (defined(i386) || defined(__i386__) || defined(__i486__) || \ defined(__i586__) || defined(__i686__) || defined(vax) || defined(MIPSEL)) # define HASH_LITTLE_ENDIAN 1 # define HASH_BIG_ENDIAN 0 #elif (defined(__BYTE_ORDER) && defined(__BIG_ENDIAN) && \ __BYTE_ORDER == __BIG_ENDIAN) || \ (defined(sparc) || defined(POWERPC) || defined(mc68000) || defined(sel)) # define HASH_LITTLE_ENDIAN 0 # define HASH_BIG_ENDIAN 1 #else # define HASH_LITTLE_ENDIAN 0 # define HASH_BIG_ENDIAN 0 #endif #define hashsize(n) ((uint32_t)1<<(n)) #define hashmask(n) (hashsize(n)-1) #define rot(x,k) (((x)<<(k)) | ((x)>>(32-(k)))) /* ------------------------------------------------------------------------------- mix -- mix 3 32-bit values reversibly. This is reversible, so any information in (a,b,c) before mix() is still in (a,b,c) after mix(). If four pairs of (a,b,c) inputs are run through mix(), or through mix() in reverse, there are at least 32 bits of the output that are sometimes the same for one pair and different for another pair. This was tested for: * pairs that differed by one bit, by two bits, in any combination of top bits of (a,b,c), or in any combination of bottom bits of (a,b,c). * "differ" is defined as +, -, ^, or ~^. For + and -, I transformed the output delta to a Gray code (a^(a>>1)) so a string of 1's (as is commonly produced by subtraction) look like a single 1-bit difference. * the base values were pseudorandom, all zero but one bit set, or all zero plus a counter that starts at zero. Some k values for my "a-=c; a^=rot(c,k); c+=b;" arrangement that satisfy this are 4 6 8 16 19 4 9 15 3 18 27 15 14 9 3 7 17 3 Well, "9 15 3 18 27 15" didn't quite get 32 bits diffing for "differ" defined as + with a one-bit base and a two-bit delta. I used http://burtleburtle.net/bob/hash/avalanche.html to choose the operations, constants, and arrangements of the variables. This does not achieve avalanche. There are input bits of (a,b,c) that fail to affect some output bits of (a,b,c), especially of a. The most thoroughly mixed value is c, but it doesn't really even achieve avalanche in c. This allows some parallelism. Read-after-writes are good at doubling the number of bits affected, so the goal of mixing pulls in the opposite direction as the goal of parallelism. I did what I could. Rotates seem to cost as much as shifts on every machine I could lay my hands on, and rotates are much kinder to the top and bottom bits, so I used rotates. ------------------------------------------------------------------------------- */ #define mix(a,b,c) \ { \ a -= c; a ^= rot(c, 4); c += b; \ b -= a; b ^= rot(a, 6); a += c; \ c -= b; c ^= rot(b, 8); b += a; \ a -= c; a ^= rot(c,16); c += b; \ b -= a; b ^= rot(a,19); a += c; \ c -= b; c ^= rot(b, 4); b += a; \ } /* ------------------------------------------------------------------------------- final -- final mixing of 3 32-bit values (a,b,c) into c Pairs of (a,b,c) values differing in only a few bits will usually produce values of c that look totally different. This was tested for * pairs that differed by one bit, by two bits, in any combination of top bits of (a,b,c), or in any combination of bottom bits of (a,b,c). * "differ" is defined as +, -, ^, or ~^. For + and -, I transformed the output delta to a Gray code (a^(a>>1)) so a string of 1's (as is commonly produced by subtraction) look like a single 1-bit difference. * the base values were pseudorandom, all zero but one bit set, or all zero plus a counter that starts at zero. These constants passed: 14 11 25 16 4 14 24 12 14 25 16 4 14 24 and these came close: 4 8 15 26 3 22 24 10 8 15 26 3 22 24 11 8 15 26 3 22 24 ------------------------------------------------------------------------------- */ #define final(a,b,c) \ { \ c ^= b; c -= rot(b,14); \ a ^= c; a -= rot(c,11); \ b ^= a; b -= rot(a,25); \ c ^= b; c -= rot(b,16); \ a ^= c; a -= rot(c,4); \ b ^= a; b -= rot(a,14); \ c ^= b; c -= rot(b,24); \ } /* -------------------------------------------------------------------- This works on all machines. To be useful, it requires -- that the key be an array of uint32_t's, and -- that the length be the number of uint32_t's in the key The function hashword() is identical to hashlittle() on little-endian machines, and identical to hashbig() on big-endian machines, except that the length has to be measured in uint32_ts rather than in bytes. hashlittle() is more complicated than hashword() only because hashlittle() has to dance around fitting the key bytes into registers. -------------------------------------------------------------------- */ uint32_t hashword( const uint32_t *k, /* the key, an array of uint32_t values */ size_t length, /* the length of the key, in uint32_ts */ uint32_t initval) /* the previous hash, or an arbitrary value */ { uint32_t a,b,c; /* Set up the internal state */ a = b = c = 0xdeadbeef + (((uint32_t)length)<<2) + initval; /*------------------------------------------------- handle most of the key */ while (length > 3) { a += k[0]; b += k[1]; c += k[2]; mix(a,b,c); length -= 3; k += 3; } /*------------------------------------------- handle the last 3 uint32_t's */ switch(length) /* all the case statements fall through */ { case 3 : c+=k[2]; case 2 : b+=k[1]; case 1 : a+=k[0]; final(a,b,c); case 0: /* case 0: nothing left to add */ break; } /*------------------------------------------------------ report the result */ return c; } /* -------------------------------------------------------------------- hashword2() -- same as hashword(), but take two seeds and return two 32-bit values. pc and pb must both be nonnull, and *pc and *pb must both be initialized with seeds. If you pass in (*pb)==0, the output (*pc) will be the same as the return value from hashword(). -------------------------------------------------------------------- */ void hashword2 ( const uint32_t *k, /* the key, an array of uint32_t values */ size_t length, /* the length of the key, in uint32_ts */ uint32_t *pc, /* IN: seed OUT: primary hash value */ uint32_t *pb) /* IN: more seed OUT: secondary hash value */ { uint32_t a,b,c; /* Set up the internal state */ a = b = c = 0xdeadbeef + ((uint32_t)(length<<2)) + *pc; c += *pb; /*------------------------------------------------- handle most of the key */ while (length > 3) { a += k[0]; b += k[1]; c += k[2]; mix(a,b,c); length -= 3; k += 3; } /*------------------------------------------- handle the last 3 uint32_t's */ switch(length) /* all the case statements fall through */ { case 3 : c+=k[2]; case 2 : b+=k[1]; case 1 : a+=k[0]; final(a,b,c); case 0: /* case 0: nothing left to add */ break; } /*------------------------------------------------------ report the result */ *pc=c; *pb=b; } /* ------------------------------------------------------------------------------- hashlittle() -- hash a variable-length key into a 32-bit value k : the key (the unaligned variable-length array of bytes) length : the length of the key, counting by bytes initval : can be any 4-byte value Returns a 32-bit value. Every bit of the key affects every bit of the return value. Two keys differing by one or two bits will have totally different hash values. The best hash table sizes are powers of 2. There is no need to do mod a prime (mod is sooo slow!). If you need less than 32 bits, use a bitmask. For example, if you need only 10 bits, do h = (h & hashmask(10)); In which case, the hash table should have hashsize(10) elements. If you are hashing n strings (uint8_t **)k, do it like this: for (i=0, h=0; i 12) { a += k[0]; b += k[1]; c += k[2]; mix(a,b,c); length -= 12; k += 3; } /*----------------------------- handle the last (probably partial) block */ /* * "k[2]&0xffffff" actually reads beyond the end of the string, but * then masks off the part it's not allowed to read. Because the * string is aligned, the masked-off tail is in the same word as the * rest of the string. Every machine with memory protection I've seen * does it on word boundaries, so is OK with this. But VALGRIND will * still catch it and complain. The masking trick does make the hash * noticably faster for short strings (like English words). */ #ifndef VALGRIND switch(length) { case 12: c+=k[2]; b+=k[1]; a+=k[0]; break; case 11: c+=k[2]&0xffffff; b+=k[1]; a+=k[0]; break; case 10: c+=k[2]&0xffff; b+=k[1]; a+=k[0]; break; case 9 : c+=k[2]&0xff; b+=k[1]; a+=k[0]; break; case 8 : b+=k[1]; a+=k[0]; break; case 7 : b+=k[1]&0xffffff; a+=k[0]; break; case 6 : b+=k[1]&0xffff; a+=k[0]; break; case 5 : b+=k[1]&0xff; a+=k[0]; break; case 4 : a+=k[0]; break; case 3 : a+=k[0]&0xffffff; break; case 2 : a+=k[0]&0xffff; break; case 1 : a+=k[0]&0xff; break; case 0 : return c; /* zero length strings require no mixing */ } #else /* make valgrind happy */ k8 = (const uint8_t *)k; switch(length) { case 12: c+=k[2]; b+=k[1]; a+=k[0]; break; case 11: c+=((uint32_t)k8[10])<<16; /* fall through */ case 10: c+=((uint32_t)k8[9])<<8; /* fall through */ case 9 : c+=k8[8]; /* fall through */ case 8 : b+=k[1]; a+=k[0]; break; case 7 : b+=((uint32_t)k8[6])<<16; /* fall through */ case 6 : b+=((uint32_t)k8[5])<<8; /* fall through */ case 5 : b+=k8[4]; /* fall through */ case 4 : a+=k[0]; break; case 3 : a+=((uint32_t)k8[2])<<16; /* fall through */ case 2 : a+=((uint32_t)k8[1])<<8; /* fall through */ case 1 : a+=k8[0]; break; case 0 : return c; } #endif /* !valgrind */ } else if (HASH_LITTLE_ENDIAN && ((u.i & 0x1) == 0)) { const uint16_t *k = (const uint16_t *)key; /* read 16-bit chunks */ const uint8_t *k8; /*--------------- all but last block: aligned reads and different mixing */ while (length > 12) { a += k[0] + (((uint32_t)k[1])<<16); b += k[2] + (((uint32_t)k[3])<<16); c += k[4] + (((uint32_t)k[5])<<16); mix(a,b,c); length -= 12; k += 6; } /*----------------------------- handle the last (probably partial) block */ k8 = (const uint8_t *)k; switch(length) { case 12: c+=k[4]+(((uint32_t)k[5])<<16); b+=k[2]+(((uint32_t)k[3])<<16); a+=k[0]+(((uint32_t)k[1])<<16); break; case 11: c+=((uint32_t)k8[10])<<16; /* fall through */ case 10: c+=k[4]; b+=k[2]+(((uint32_t)k[3])<<16); a+=k[0]+(((uint32_t)k[1])<<16); break; case 9 : c+=k8[8]; /* fall through */ case 8 : b+=k[2]+(((uint32_t)k[3])<<16); a+=k[0]+(((uint32_t)k[1])<<16); break; case 7 : b+=((uint32_t)k8[6])<<16; /* fall through */ case 6 : b+=k[2]; a+=k[0]+(((uint32_t)k[1])<<16); break; case 5 : b+=k8[4]; /* fall through */ case 4 : a+=k[0]+(((uint32_t)k[1])<<16); break; case 3 : a+=((uint32_t)k8[2])<<16; /* fall through */ case 2 : a+=k[0]; break; case 1 : a+=k8[0]; break; case 0 : return c; /* zero length requires no mixing */ } } else { /* need to read the key one byte at a time */ const uint8_t *k = (const uint8_t *)key; /*--------------- all but the last block: affect some 32 bits of (a,b,c) */ while (length > 12) { a += k[0]; a += ((uint32_t)k[1])<<8; a += ((uint32_t)k[2])<<16; a += ((uint32_t)k[3])<<24; b += k[4]; b += ((uint32_t)k[5])<<8; b += ((uint32_t)k[6])<<16; b += ((uint32_t)k[7])<<24; c += k[8]; c += ((uint32_t)k[9])<<8; c += ((uint32_t)k[10])<<16; c += ((uint32_t)k[11])<<24; mix(a,b,c); length -= 12; k += 12; } /*-------------------------------- last block: affect all 32 bits of (c) */ switch(length) /* all the case statements fall through */ { case 12: c+=((uint32_t)k[11])<<24; case 11: c+=((uint32_t)k[10])<<16; case 10: c+=((uint32_t)k[9])<<8; case 9 : c+=k[8]; case 8 : b+=((uint32_t)k[7])<<24; case 7 : b+=((uint32_t)k[6])<<16; case 6 : b+=((uint32_t)k[5])<<8; case 5 : b+=k[4]; case 4 : a+=((uint32_t)k[3])<<24; case 3 : a+=((uint32_t)k[2])<<16; case 2 : a+=((uint32_t)k[1])<<8; case 1 : a+=k[0]; break; case 0 : return c; } } final(a,b,c); return c; } /* * hashlittle2: return 2 32-bit hash values * * This is identical to hashlittle(), except it returns two 32-bit hash * values instead of just one. This is good enough for hash table * lookup with 2^^64 buckets, or if you want a second hash if you're not * happy with the first, or if you want a probably-unique 64-bit ID for * the key. *pc is better mixed than *pb, so use *pc first. If you want * a 64-bit value do something like "*pc + (((uint64_t)*pb)<<32)". */ void hashlittle2( const void *key, /* the key to hash */ size_t length, /* length of the key */ uint32_t *pc, /* IN: primary initval, OUT: primary hash */ uint32_t *pb) /* IN: secondary initval, OUT: secondary hash */ { uint32_t a,b,c; /* internal state */ union { const void *ptr; size_t i; } u; /* needed for Mac Powerbook G4 */ /* Set up the internal state */ a = b = c = 0xdeadbeef + ((uint32_t)length) + *pc; c += *pb; u.ptr = key; if (HASH_LITTLE_ENDIAN && ((u.i & 0x3) == 0)) { const uint32_t *k = (const uint32_t *)key; /* read 32-bit chunks */ const uint8_t *k8; /*------ all but last block: aligned reads and affect 32 bits of (a,b,c) */ while (length > 12) { a += k[0]; b += k[1]; c += k[2]; mix(a,b,c); length -= 12; k += 3; } /*----------------------------- handle the last (probably partial) block */ /* * "k[2]&0xffffff" actually reads beyond the end of the string, but * then masks off the part it's not allowed to read. Because the * string is aligned, the masked-off tail is in the same word as the * rest of the string. Every machine with memory protection I've seen * does it on word boundaries, so is OK with this. But VALGRIND will * still catch it and complain. The masking trick does make the hash * noticably faster for short strings (like English words). */ #ifndef VALGRIND switch(length) { case 12: c+=k[2]; b+=k[1]; a+=k[0]; break; case 11: c+=k[2]&0xffffff; b+=k[1]; a+=k[0]; break; case 10: c+=k[2]&0xffff; b+=k[1]; a+=k[0]; break; case 9 : c+=k[2]&0xff; b+=k[1]; a+=k[0]; break; case 8 : b+=k[1]; a+=k[0]; break; case 7 : b+=k[1]&0xffffff; a+=k[0]; break; case 6 : b+=k[1]&0xffff; a+=k[0]; break; case 5 : b+=k[1]&0xff; a+=k[0]; break; case 4 : a+=k[0]; break; case 3 : a+=k[0]&0xffffff; break; case 2 : a+=k[0]&0xffff; break; case 1 : a+=k[0]&0xff; break; case 0 : *pc=c; *pb=b; return; /* zero length strings require no mixing */ } #else /* make valgrind happy */ k8 = (const uint8_t *)k; switch(length) { case 12: c+=k[2]; b+=k[1]; a+=k[0]; break; case 11: c+=((uint32_t)k8[10])<<16; /* fall through */ case 10: c+=((uint32_t)k8[9])<<8; /* fall through */ case 9 : c+=k8[8]; /* fall through */ case 8 : b+=k[1]; a+=k[0]; break; case 7 : b+=((uint32_t)k8[6])<<16; /* fall through */ case 6 : b+=((uint32_t)k8[5])<<8; /* fall through */ case 5 : b+=k8[4]; /* fall through */ case 4 : a+=k[0]; break; case 3 : a+=((uint32_t)k8[2])<<16; /* fall through */ case 2 : a+=((uint32_t)k8[1])<<8; /* fall through */ case 1 : a+=k8[0]; break; case 0 : *pc=c; *pb=b; return; /* zero length strings require no mixing */ } #endif /* !valgrind */ } else if (HASH_LITTLE_ENDIAN && ((u.i & 0x1) == 0)) { const uint16_t *k = (const uint16_t *)key; /* read 16-bit chunks */ const uint8_t *k8; /*--------------- all but last block: aligned reads and different mixing */ while (length > 12) { a += k[0] + (((uint32_t)k[1])<<16); b += k[2] + (((uint32_t)k[3])<<16); c += k[4] + (((uint32_t)k[5])<<16); mix(a,b,c); length -= 12; k += 6; } /*----------------------------- handle the last (probably partial) block */ k8 = (const uint8_t *)k; switch(length) { case 12: c+=k[4]+(((uint32_t)k[5])<<16); b+=k[2]+(((uint32_t)k[3])<<16); a+=k[0]+(((uint32_t)k[1])<<16); break; case 11: c+=((uint32_t)k8[10])<<16; /* fall through */ case 10: c+=k[4]; b+=k[2]+(((uint32_t)k[3])<<16); a+=k[0]+(((uint32_t)k[1])<<16); break; case 9 : c+=k8[8]; /* fall through */ case 8 : b+=k[2]+(((uint32_t)k[3])<<16); a+=k[0]+(((uint32_t)k[1])<<16); break; case 7 : b+=((uint32_t)k8[6])<<16; /* fall through */ case 6 : b+=k[2]; a+=k[0]+(((uint32_t)k[1])<<16); break; case 5 : b+=k8[4]; /* fall through */ case 4 : a+=k[0]+(((uint32_t)k[1])<<16); break; case 3 : a+=((uint32_t)k8[2])<<16; /* fall through */ case 2 : a+=k[0]; break; case 1 : a+=k8[0]; break; case 0 : *pc=c; *pb=b; return; /* zero length strings require no mixing */ } } else { /* need to read the key one byte at a time */ const uint8_t *k = (const uint8_t *)key; /*--------------- all but the last block: affect some 32 bits of (a,b,c) */ while (length > 12) { a += k[0]; a += ((uint32_t)k[1])<<8; a += ((uint32_t)k[2])<<16; a += ((uint32_t)k[3])<<24; b += k[4]; b += ((uint32_t)k[5])<<8; b += ((uint32_t)k[6])<<16; b += ((uint32_t)k[7])<<24; c += k[8]; c += ((uint32_t)k[9])<<8; c += ((uint32_t)k[10])<<16; c += ((uint32_t)k[11])<<24; mix(a,b,c); length -= 12; k += 12; } /*-------------------------------- last block: affect all 32 bits of (c) */ switch(length) /* all the case statements fall through */ { case 12: c+=((uint32_t)k[11])<<24; case 11: c+=((uint32_t)k[10])<<16; case 10: c+=((uint32_t)k[9])<<8; case 9 : c+=k[8]; case 8 : b+=((uint32_t)k[7])<<24; case 7 : b+=((uint32_t)k[6])<<16; case 6 : b+=((uint32_t)k[5])<<8; case 5 : b+=k[4]; case 4 : a+=((uint32_t)k[3])<<24; case 3 : a+=((uint32_t)k[2])<<16; case 2 : a+=((uint32_t)k[1])<<8; case 1 : a+=k[0]; break; case 0 : *pc=c; *pb=b; return; /* zero length strings require no mixing */ } } final(a,b,c); *pc=c; *pb=b; } /* * hashbig(): * This is the same as hashword() on big-endian machines. It is different * from hashlittle() on all machines. hashbig() takes advantage of * big-endian byte ordering. */ uint32_t hashbig( const void *key, size_t length, uint32_t initval) { uint32_t a,b,c; union { const void *ptr; size_t i; } u; /* to cast key to (size_t) happily */ /* Set up the internal state */ a = b = c = 0xdeadbeef + ((uint32_t)length) + initval; u.ptr = key; if (HASH_BIG_ENDIAN && ((u.i & 0x3) == 0)) { const uint32_t *k = (const uint32_t *)key; /* read 32-bit chunks */ const uint8_t *k8; /*------ all but last block: aligned reads and affect 32 bits of (a,b,c) */ while (length > 12) { a += k[0]; b += k[1]; c += k[2]; mix(a,b,c); length -= 12; k += 3; } /*----------------------------- handle the last (probably partial) block */ /* * "k[2]<<8" actually reads beyond the end of the string, but * then shifts out the part it's not allowed to read. Because the * string is aligned, the illegal read is in the same word as the * rest of the string. Every machine with memory protection I've seen * does it on word boundaries, so is OK with this. But VALGRIND will * still catch it and complain. The masking trick does make the hash * noticably faster for short strings (like English words). */ #ifndef VALGRIND switch(length) { case 12: c+=k[2]; b+=k[1]; a+=k[0]; break; case 11: c+=k[2]&0xffffff00; b+=k[1]; a+=k[0]; break; case 10: c+=k[2]&0xffff0000; b+=k[1]; a+=k[0]; break; case 9 : c+=k[2]&0xff000000; b+=k[1]; a+=k[0]; break; case 8 : b+=k[1]; a+=k[0]; break; case 7 : b+=k[1]&0xffffff00; a+=k[0]; break; case 6 : b+=k[1]&0xffff0000; a+=k[0]; break; case 5 : b+=k[1]&0xff000000; a+=k[0]; break; case 4 : a+=k[0]; break; case 3 : a+=k[0]&0xffffff00; break; case 2 : a+=k[0]&0xffff0000; break; case 1 : a+=k[0]&0xff000000; break; case 0 : return c; /* zero length strings require no mixing */ } #else /* make valgrind happy */ k8 = (const uint8_t *)k; switch(length) /* all the case statements fall through */ { case 12: c+=k[2]; b+=k[1]; a+=k[0]; break; case 11: c+=((uint32_t)k8[10])<<8; /* fall through */ case 10: c+=((uint32_t)k8[9])<<16; /* fall through */ case 9 : c+=((uint32_t)k8[8])<<24; /* fall through */ case 8 : b+=k[1]; a+=k[0]; break; case 7 : b+=((uint32_t)k8[6])<<8; /* fall through */ case 6 : b+=((uint32_t)k8[5])<<16; /* fall through */ case 5 : b+=((uint32_t)k8[4])<<24; /* fall through */ case 4 : a+=k[0]; break; case 3 : a+=((uint32_t)k8[2])<<8; /* fall through */ case 2 : a+=((uint32_t)k8[1])<<16; /* fall through */ case 1 : a+=((uint32_t)k8[0])<<24; break; case 0 : return c; } #endif /* !VALGRIND */ } else { /* need to read the key one byte at a time */ const uint8_t *k = (const uint8_t *)key; /*--------------- all but the last block: affect some 32 bits of (a,b,c) */ while (length > 12) { a += ((uint32_t)k[0])<<24; a += ((uint32_t)k[1])<<16; a += ((uint32_t)k[2])<<8; a += ((uint32_t)k[3]); b += ((uint32_t)k[4])<<24; b += ((uint32_t)k[5])<<16; b += ((uint32_t)k[6])<<8; b += ((uint32_t)k[7]); c += ((uint32_t)k[8])<<24; c += ((uint32_t)k[9])<<16; c += ((uint32_t)k[10])<<8; c += ((uint32_t)k[11]); mix(a,b,c); length -= 12; k += 12; } /*-------------------------------- last block: affect all 32 bits of (c) */ switch(length) /* all the case statements fall through */ { case 12: c+=k[11]; case 11: c+=((uint32_t)k[10])<<8; case 10: c+=((uint32_t)k[9])<<16; case 9 : c+=((uint32_t)k[8])<<24; case 8 : b+=k[7]; case 7 : b+=((uint32_t)k[6])<<8; case 6 : b+=((uint32_t)k[5])<<16; case 5 : b+=((uint32_t)k[4])<<24; case 4 : a+=k[3]; case 3 : a+=((uint32_t)k[2])<<8; case 2 : a+=((uint32_t)k[1])<<16; case 1 : a+=((uint32_t)k[0])<<24; break; case 0 : return c; } } final(a,b,c); return c; } #if SELF_TEST /* used for timings */ void driver1() { uint8_t buf[256]; uint32_t i; uint32_t h=0; time_t a,z; time(&a); for (i=0; i<256; ++i) buf[i] = 'x'; for (i=0; i<1; ++i) { h = hashlittle(&buf[0],1,h); } time(&z); if (z-a > 0) printf("time %d %.8x\n", z-a, h); } /* check that every input bit changes every output bit half the time */ #define HASHSTATE 1 #define HASHLEN 1 #define MAXPAIR 60 #define MAXLEN 70 void driver2() { uint8_t qa[MAXLEN+1], qb[MAXLEN+2], *a = &qa[0], *b = &qb[1]; uint32_t c[HASHSTATE], d[HASHSTATE], i=0, j=0, k, l, m=0, z; uint32_t e[HASHSTATE],f[HASHSTATE],g[HASHSTATE],h[HASHSTATE]; uint32_t x[HASHSTATE],y[HASHSTATE]; uint32_t hlen; printf("No more than %d trials should ever be needed \n",MAXPAIR/2); for (hlen=0; hlen < MAXLEN; ++hlen) { z=0; for (i=0; i>(8-j)); c[0] = hashlittle(a, hlen, m); b[i] ^= ((k+1)<>(8-j)); d[0] = hashlittle(b, hlen, m); /* check every bit is 1, 0, set, and not set at least once */ for (l=0; lz) z=k; if (k==MAXPAIR) { printf("Some bit didn't change: "); printf("%.8x %.8x %.8x %.8x %.8x %.8x ", e[0],f[0],g[0],h[0],x[0],y[0]); printf("i %d j %d m %d len %d\n", i, j, m, hlen); } if (z==MAXPAIR) goto done; } } } done: if (z < MAXPAIR) { printf("Mix success %2d bytes %2d initvals ",i,m); printf("required %d trials\n", z/2); } } printf("\n"); } /* Check for reading beyond the end of the buffer and alignment problems */ void driver3() { uint8_t buf[MAXLEN+20], *b; uint32_t len; uint8_t q[] = "This is the time for all good men to come to the aid of their country..."; uint32_t h; uint8_t qq[] = "xThis is the time for all good men to come to the aid of their country..."; uint32_t i; uint8_t qqq[] = "xxThis is the time for all good men to come to the aid of their country..."; uint32_t j; uint8_t qqqq[] = "xxxThis is the time for all good men to come to the aid of their country..."; uint32_t ref,x,y; uint8_t *p; printf("Endianness. These lines should all be the same (for values filled in):\n"); printf("%.8x %.8x %.8x\n", hashword((const uint32_t *)q, (sizeof(q)-1)/4, 13), hashword((const uint32_t *)q, (sizeof(q)-5)/4, 13), hashword((const uint32_t *)q, (sizeof(q)-9)/4, 13)); p = q; printf("%.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x\n", hashlittle(p, sizeof(q)-1, 13), hashlittle(p, sizeof(q)-2, 13), hashlittle(p, sizeof(q)-3, 13), hashlittle(p, sizeof(q)-4, 13), hashlittle(p, sizeof(q)-5, 13), hashlittle(p, sizeof(q)-6, 13), hashlittle(p, sizeof(q)-7, 13), hashlittle(p, sizeof(q)-8, 13), hashlittle(p, sizeof(q)-9, 13), hashlittle(p, sizeof(q)-10, 13), hashlittle(p, sizeof(q)-11, 13), hashlittle(p, sizeof(q)-12, 13)); p = &qq[1]; printf("%.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x\n", hashlittle(p, sizeof(q)-1, 13), hashlittle(p, sizeof(q)-2, 13), hashlittle(p, sizeof(q)-3, 13), hashlittle(p, sizeof(q)-4, 13), hashlittle(p, sizeof(q)-5, 13), hashlittle(p, sizeof(q)-6, 13), hashlittle(p, sizeof(q)-7, 13), hashlittle(p, sizeof(q)-8, 13), hashlittle(p, sizeof(q)-9, 13), hashlittle(p, sizeof(q)-10, 13), hashlittle(p, sizeof(q)-11, 13), hashlittle(p, sizeof(q)-12, 13)); p = &qqq[2]; printf("%.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x\n", hashlittle(p, sizeof(q)-1, 13), hashlittle(p, sizeof(q)-2, 13), hashlittle(p, sizeof(q)-3, 13), hashlittle(p, sizeof(q)-4, 13), hashlittle(p, sizeof(q)-5, 13), hashlittle(p, sizeof(q)-6, 13), hashlittle(p, sizeof(q)-7, 13), hashlittle(p, sizeof(q)-8, 13), hashlittle(p, sizeof(q)-9, 13), hashlittle(p, sizeof(q)-10, 13), hashlittle(p, sizeof(q)-11, 13), hashlittle(p, sizeof(q)-12, 13)); p = &qqqq[3]; printf("%.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x %.8x\n", hashlittle(p, sizeof(q)-1, 13), hashlittle(p, sizeof(q)-2, 13), hashlittle(p, sizeof(q)-3, 13), hashlittle(p, sizeof(q)-4, 13), hashlittle(p, sizeof(q)-5, 13), hashlittle(p, sizeof(q)-6, 13), hashlittle(p, sizeof(q)-7, 13), hashlittle(p, sizeof(q)-8, 13), hashlittle(p, sizeof(q)-9, 13), hashlittle(p, sizeof(q)-10, 13), hashlittle(p, sizeof(q)-11, 13), hashlittle(p, sizeof(q)-12, 13)); printf("\n"); /* check that hashlittle2 and hashlittle produce the same results */ i=47; j=0; hashlittle2(q, sizeof(q), &i, &j); if (hashlittle(q, sizeof(q), 47) != i) printf("hashlittle2 and hashlittle mismatch\n"); /* check that hashword2 and hashword produce the same results */ len = 0xdeadbeef; i=47, j=0; hashword2(&len, 1, &i, &j); if (hashword(&len, 1, 47) != i) printf("hashword2 and hashword mismatch %x %x\n", i, hashword(&len, 1, 47)); /* check hashlittle doesn't read before or after the ends of the string */ for (h=0, b=buf+1; h<8; ++h, ++b) { for (i=0; i #include #include "global.h" void print_warning(char *msg, ...) { va_list ap; va_start(ap, msg); printf("Warning: "); vprintf(msg, ap); va_end(ap); } void print_error(char *msg, ...) { va_list ap; va_start(ap, msg); printf("Error: "); vprintf(msg, ap); va_end(ap); } numbers-0.2.2/src/errors.h0000644000175100000000000000021211325172622014600 0ustar plagchkroot /* errors.h, 18 Jan 10 */ extern void print_warning(char *msg, ...); extern void print_error(char *msg, ...); numbers-0.2.2/src/matchnum.c0000644000175100000000000002063711356663541015121 0ustar plagchkroot /* matchnum.c, 6 Apr 10 */ #include #include #include #include "global.h" #include "utils.h" #include "errors.h" #include "isprop.h" #include "fltval.h" #include "levkeydist.h" #include "printnum.h" #include "hashtab.h" #include "usage.h" #include "words.h" #include "chkfile.h" #include "matchnum.h" BOOL found_match; BOOL do_print_match = TRUE; BOOL do_print_value = FALSE; BOOL do_print_word = FALSE; BOOL match_mantissa = FALSE; BOOL match_value = TRUE; int min_levkey_dist = 2; int num_simp_digits; DIGIT_CHAR simp_digit_seq[MAX_NUM_DIGITS]; void save_simp_digit(DIGIT_CHAR ch) { if ((num_simp_digits == 0) && is_zero(ch)) // don't save leading zeroes return; // printf("%c[%d]<%d>", ch, ch, is_dec_point(ch)); if (is_dec_point(ch)) return; if (num_simp_digits < MAX_NUM_DIGITS) { simp_digit_seq[num_simp_digits]=ch; num_simp_digits++; } } void simplify_match_num(DIGIT_CHAR *some_num, int len_some_num) { // Remove any trailing zeroes. int dig_num; num_simp_digits=0; for (dig_num=0; dig_num < len_some_num; dig_num++) save_simp_digit(some_num[dig_num]); for (dig_num=num_simp_digits; dig_num > 0; dig_num--) if (is_zero(simp_digit_seq[dig_num-1])) num_simp_digits--; else break; } void print_approx_match(struct num_db_rec *num_ptr, DIGIT_CHAR *match_num, int min_signif, int least_signif) { if (!do_print_match) return; if (do_trace_progress && !have_printed_filename) { printf("%s\n", cur_filename); have_printed_filename=TRUE; } printf("mantissa "); print_number(match_num, least_signif, ""); printf(" approximates "); print_number(num_ptr->mantissa, num_ptr->len_mantissa, ""); printf("\n"); } void print_match(enum match_enum match_kind, struct num_db_rec *num_ptr, DIGIT_CHAR *match_num, int signif_dig, DIGIT_CHAR *exponent) { DIGIT_CHAR output_num[MAX_NUM_DIGITS]; if (!do_print_match) return; memcpy(output_num, match_num, signif_dig); if (signif_dig == MAX_NUM_DIGITS) signif_dig--; output_num[signif_dig]=NULL_CHAR; if (do_trace_progress && !have_printed_filename) { printf("%s\n", cur_filename); have_printed_filename=TRUE; } if (do_print_value) { print_number(match_num, signif_dig, exponent); printf(" "); } printf(num_ptr->msg, output_num, signif_dig); } BOOL save_match(enum match_enum match_kind, struct num_db_rec *spec_num_ptr, fp_t seen_val, DIGIT_CHAR *mantissa, int len_mantissa, DIGIT_CHAR *exponent) { if (!(((match_kind == NO_MATCH) && do_summary_no_match) || ((match_kind != NO_MATCH) && do_summary_match) || ((match_kind == NDB_MATCH) && do_mk_ndb))) return FALSE; if (cnt_seen_num(match_kind, spec_num_ptr, seen_val, mantissa, len_mantissa, exponent)) return TRUE; return FALSE; } void handle_match(enum match_enum match_kind, struct num_db_rec *spec_num_ptr, fp_t seen_val, DIGIT_CHAR *mantissa, int len_mantissa, DIGIT_CHAR *exponent) { // Found a match, now figure out what actions to take. int snum, need_total; // print_match(match_kind, spec_num_ptr, mantissa, len_mantissa, exponent); if ((spec_num_ptr == NULL) || (spec_num_ptr->need_info == NULL)) { print_match(match_kind, spec_num_ptr, mantissa, len_mantissa, exponent); (void)save_match(match_kind, spec_num_ptr, seen_val, mantissa, len_mantissa, ""); if (do_print_word) print_word_buf(); } else { // Is this the first time we have seen a value in this need sequence? if (spec_num_ptr->need_info->seen_need_num == NULL) { spec_num_ptr->need_info->seen_need_num=get_heap(sizeof(short)* spec_num_ptr->need_info->list_len); for (snum=0; snum < spec_num_ptr->need_info->list_len; snum++) spec_num_ptr->need_info->seen_need_num[snum]=0; } spec_num_ptr->need_info->seen_need_num[spec_num_ptr->need_num]++; // Have we seen each value at least once? need_total=0; for (snum=0; snum < spec_num_ptr->need_info->list_len; snum++) if (spec_num_ptr->need_info->seen_need_num[snum] != 0) need_total++; if (need_total == spec_num_ptr->need_info->list_len) { // Report a !need match and reduce count for each value print_match(match_kind, spec_num_ptr, mantissa, len_mantissa, exponent); (void)save_match(NEED_MATCH, spec_num_ptr, seen_val, mantissa, len_mantissa, ""); for (snum=0; snum < spec_num_ptr->need_info->list_len; snum++) spec_num_ptr->need_info->seen_need_num[snum]--; if (do_print_word) print_word_buf(); } } } void reset_need_counts(void) { // Reset any !need count information to NULL. // Called at the end of processing some input character sequence (e.g., a file) struct num_db_rec *spec_num_ptr; char digit; for (digit='1'; digit <= '9'; digit++) { spec_num_ptr=special_numbers.num_info[digit - '0']; while (spec_num_ptr != NULL) { if ((spec_num_ptr->need_info != NULL) && (spec_num_ptr->need_info->seen_need_num != NULL)) { // TODO // Values that did not match against any other entry in the ndb // need to be added to the N_MATCH list. free(spec_num_ptr->need_info->seen_need_num); spec_num_ptr->need_info->seen_need_num=NULL; } spec_num_ptr=spec_num_ptr->next; } } } void match_dp_mantissa(struct num_db_rec *spec_num_ptr) { // See if a floating-point literal's mantissa matches // i.e., ignore any exponent. int min_signif, // take into account significant digit option least_signif; // of the two mantissa if (num_simp_digits < spec_num_ptr->simp_mant_len) least_signif=num_simp_digits; else least_signif=spec_num_ptr->simp_mant_len; if (match_signif_digits < least_signif) min_signif=match_signif_digits; else min_signif=least_signif; // printf("%d %d %d\n", num_simp_digits, spec_num_ptr->simp_mant_len, min_signif); // printf("%s : %s\n", spec_num_ptr->simp_mant, simp_digit_seq); if (memcmp(spec_num_ptr->simp_mant, simp_digit_seq, min_signif) == 0) { found_match=TRUE; handle_match(EXACT_SIGNIF, spec_num_ptr, cur_fp_val, simp_digit_seq, min_signif, ""); if ((min_signif < least_signif) && (memcmp(spec_num_ptr->simp_mant, simp_digit_seq, least_signif) != 0)) print_approx_match(spec_num_ptr, simp_digit_seq, min_signif, least_signif); } else if (levkey_dist(spec_num_ptr->simp_mant, simp_digit_seq, least_signif) <= min_levkey_dist) { // printf("levkey dist %d\n", levkey_dist(spec_num_ptr->simp_mant, simp_digit_seq, least_signif)); found_match=TRUE; handle_match(LEV_SIGNIF, spec_num_ptr, cur_fp_val, simp_digit_seq, least_signif, ""); } } void match_fp_val(struct num_db_rec *spec_num_ptr, DIGIT_CHAR * mantissa, int len_mantissa, DIGIT_CHAR * exponent) { // fp_print(cur_fp_val); printf(" "); // fp_print(spec_num_ptr->num_valu); printf("\n"); if (fp_almost_eq(cur_fp_val, spec_num_ptr->num_valu, spec_num_ptr->match_fuzz)) { found_match=TRUE; handle_match(VALUE_MATCH, spec_num_ptr, cur_fp_val, mantissa, len_mantissa, exponent); } } void match_dp_number(DIGIT_CHAR * mantissa, int len_mantissa, DIGIT_CHAR * exponent) { struct num_db_rec *spec_num_ptr=special_numbers.num_info[simp_digit_seq[0] - '0']; BOOL always_try_match = num_simp_digits >= match_signif_digits; found_match=FALSE; if (spec_num_ptr == NULL) return; while (spec_num_ptr) { if (((num_simp_digits >= spec_num_ptr->simp_mant_len) || always_try_match) && ((num_simp_digits <= 3+spec_num_ptr->simp_mant_len) || (num_simp_digits > MAX_NUM_DIGITS))) { if (match_value) match_fp_val(spec_num_ptr, mantissa, len_mantissa, exponent); if (match_mantissa) match_dp_mantissa(spec_num_ptr); } spec_num_ptr=spec_num_ptr->next; } } void match_number(DIGIT_CHAR * mantissa, int len_mantissa, DIGIT_CHAR * exponent) { simplify_match_num(mantissa, len_mantissa); if (has_dp && (num_simp_digits > 0)) { if (do_usage_value) cnt_val_usage(mantissa, len_mantissa, exponent); match_dp_number(mantissa, len_mantissa, exponent); if (!found_match) { //print_number(mantissa, len_mantissa, exponent); //printf(" unmatched\n"); (void)save_match(NO_MATCH, NULL, cur_fp_val, mantissa, len_mantissa, exponent); } } } void init_match(void) { } numbers-0.2.2/src/matchnum.h0000644000175100000000000000145111353764713015117 0ustar plagchkroot /* matchnum.h, 27 Mar 10 */ extern BOOL found_match; extern BOOL do_print_match; extern BOOL do_print_value; extern BOOL do_print_word; extern BOOL match_mantissa; extern BOOL match_value; extern int min_levkey_dist; extern int num_simp_digits; extern DIGIT_CHAR simp_digit_seq[MAX_NUM_DIGITS]; extern void init_match(void); extern void reset_need_counts(void); extern void simplify_match_num(DIGIT_CHAR *some_num, int len_some_num); extern void match_number(DIGIT_CHAR * mantissa, int len_mantissa, DIGIT_CHAR * exponent); extern BOOL save_match(enum match_enum match_kind, struct num_db_rec *spec_num_ptr, fp_t seen_val, DIGIT_CHAR *mantissa, int len_mantissa, DIGIT_CHAR *exponent); numbers-0.2.2/src/global.c0000644000175100000000000000035011341265650014524 0ustar plagchkroot /* global.c, 23 Feb 10 */ #include "global.h" BOOL do_trace_input; int match_signif_digits = 5; int ndb_signif_digits = 5; int print_signif_digits = 5; int max_words = 20; struct num_db special_numbers; numbers-0.2.2/src/global.h0000644000175100000000000000656311361057516014547 0ustar plagchkroot /* global.h, 13 Apr 10 */ #include "../config.h" #if __MINGW32__ #define MS_DOS 1 #undef HAVE_FNMATCH_H #endif #include #if HAVE_GMP #include typedef mpf_t fp_t; #define FP_ARITHMETIC "multiple-precision arithmetic" #elif HAVE_LONG_DOUBLE typedef long double fp_t; #define FP_ARITHMETIC "long double-precision arithmetic" #else typedef double fp_t; #define FP_ARITHMETIC "double-precision arithmetic" #endif #if defined(FULL_POSIX) #include #include #include /* check file is: a regular file (not a directory etc) accessible for execution */ #define ISEXECUTABLE(file) (stat(file,&ISexec), \ (S_ISREG(ISexec.st_mode)) && \ (access(file, X_OK) == 0)) #endif #define GETVAR(var) getenv(var) #define MAX_WORD_LEN 80 // We want this to be no more than the maximum number of // digits usually stored in the interesting number database. #define MAX_NUM_DIGITS 40 #define MAX_MSG_LEN 120 #define DFLT_NEED_SIZE 15 #define FALSE 0 #define TRUE 1 #ifndef MAX_PATHNAME_LEN #define MAX_PATHNAME_LEN 256 /* Maximum length of a path */ #endif #ifdef NAME_MAX /* chars in the base filename */ #define MAX_BASE_FILE_LEN (NAME_MAX) #elif defined _POSIX_NAME_MAX #define MAX_BASE_FILE_LEN (_POSIX_NAME_MAX) #else #define MAX_BASE_FILE_LEN 64 #endif #define MAX_FILENAME_LEN (MAX_PATHNAME_LEN+MAX_BASE_FILE_LEN) #define path_separator ";" /* string to separate several paths */ #if MS_DOS #define directory_separator "\\" /* string to separate directories */ #define Cur_Dir_Str ".\\" #else #define directory_separator "/" /* string to separate directories */ #define Cur_Dir_Str "./" #endif #define DSEP_LEN 1 #define extension_separator "." /* obvious ! */ #define device_separator ":" /* separate device from path */ /* environment variable used to find path information (prior to reading cfg) */ #ifndef PATHVAR #define PATHVAR "PATH" #endif #define NULL_CHAR '\0' #define DP_CHAR '.' #define DB_DIR "ndb/" #define DEFAULT_DB "default.txt" #if HAVE__BOOL typedef _Bool BOOL; #else typedef unsigned char BOOL; #endif typedef char DIGIT_CHAR; typedef char CHAR; enum match_enum {NO_MATCH, NDB_MATCH, EXACT_SIGNIF, LEV_SIGNIF, VALUE_MATCH, NEED_MATCH}; struct num_db_rec { short need_num; int len_mantissa; int simp_mant_len; DIGIT_CHAR *mantissa; DIGIT_CHAR *simp_mant; DIGIT_CHAR *exponent; fp_t num_valu; fp_t match_fuzz; CHAR *msg; CHAR *ndb_title; struct need_num_rec *need_info; struct num_db_rec *next; }; struct num_db { struct num_db_rec *num_info[10]; }; struct need_num_rec { int need_id; int list_len; int max_list_len; int notify_level; short *seen_need_num; struct num_db_rec **num_list; }; struct num_seen_rec { enum match_enum match_kind; int need_id; int total_occurrences; int file_occurrences; int len_mantissa; DIGIT_CHAR *mantissa; DIGIT_CHAR *exponent; fp_t seen_valu; struct num_db_rec *matched_num; // matched special number }; struct num_seen { struct num_seen_rec *num_info[10]; }; extern BOOL do_trace_input; extern int match_signif_digits; extern int ndb_signif_digits; extern int print_signif_digits; extern int max_words; extern struct num_db special_numbers; numbers-0.2.2/src/hashtab.c0000644000175100000000000001245111353764017014707 0ustar plagchkroot /* hashtab.c, 23 Mar 10 */ #include #include #include #if HAVE_INTTYPE_H #include /* defines uint32_t etc */ #else typedef unsigned char uint8_t; typedef unsigned short uint16_t; typedef unsigned int uint32_t; #endif #include "global.h" #include "errors.h" #include "utils.h" #include "fltval.h" #include "hashfunc.h" #include "../hash/hashtable.h" #include "../hash/hashtable_itr.h" #include "hashtab.h" // The characters in the literal and the mantissa of // the matched interesting number (because of fuzzy matching) // are used as the key. struct num_seen_key { short len_mantissa; short len_spec_mantissa; DIGIT_CHAR *mantissa; DIGIT_CHAR *exponent; DIGIT_CHAR *spec_mantissa; }; struct hashtable *saved_htable; // Hash table of numbers we have seen static unsigned int hashfromkey(void *ky) { // Generate a hash value from a key struct num_seen_key *key = (struct num_seen_key *)ky; unsigned int hash_val = hashlittle(key->mantissa, key->len_mantissa, 0); size_t exp_len = strlen(key->exponent); if (exp_len != 0) hash_val = hashlittle(key->exponent, exp_len, hash_val); hash_val = hashlittle(key->spec_mantissa, key->len_spec_mantissa, hash_val); return hash_val; } static int equalkeys(void *ky_1, void *ky_2) { // Return true if two keys that have the same hash value are identical struct num_seen_key *key_1 = (struct num_seen_key *)ky_1; struct num_seen_key *key_2 = (struct num_seen_key *)ky_2; if (key_1->len_mantissa != key_2->len_mantissa) return 0; if (memcmp(key_1->mantissa, key_2->mantissa, key_1->len_mantissa) == 0) return (strcmp(key_1->exponent, key_2->exponent) == 0); return 0; } struct num_seen_rec * mk_seen_val(enum match_enum match_kind, struct num_db_rec *spec_num_ptr, fp_t seen_val, DIGIT_CHAR *mantissa, int len_mantissa, DIGIT_CHAR *exponent) { // Create a record containing information about the number we have seen size_t len_exponent; struct num_seen_rec *seen_num_ptr; seen_num_ptr=get_heap(sizeof(struct num_seen_rec)); if (seen_num_ptr == NULL) { print_warning("Failed to allocate storage: mk_seen_val 1\n"); return NULL; } seen_num_ptr->matched_num=spec_num_ptr; seen_num_ptr->match_kind=match_kind; seen_num_ptr->total_occurrences=0; seen_num_ptr->file_occurrences=0; if (match_kind == VALUE_MATCH) { fp_init(&seen_num_ptr->seen_valu); fp_assign(&seen_num_ptr->seen_valu, seen_val); } else if (match_kind == NEED_MATCH) { seen_num_ptr->need_id = spec_num_ptr->need_info->need_id; } seen_num_ptr->len_mantissa=len_mantissa; seen_num_ptr->mantissa=get_heap(len_mantissa+1); len_exponent=strlen(exponent)+1; seen_num_ptr->exponent=get_heap(len_exponent); if ((seen_num_ptr->mantissa == NULL) || (seen_num_ptr->exponent == NULL)) { print_warning("Failed to allocate storage: mk_seen_val 2\n"); return NULL; } if (len_mantissa == MAX_NUM_DIGITS) { memcpy(seen_num_ptr->mantissa, mantissa, len_mantissa); seen_num_ptr->mantissa[MAX_NUM_DIGITS-1]=NULL_CHAR; } else memcpy(seen_num_ptr->mantissa, mantissa, len_mantissa+1); memcpy(seen_num_ptr->exponent, exponent, len_exponent); return seen_num_ptr; } BOOL cnt_seen_num(enum match_enum match_kind, struct num_db_rec *spec_num_ptr, fp_t seen_val, DIGIT_CHAR *mantissa, int len_mantissa, DIGIT_CHAR *exponent) { // Count how many times a number has been seen. struct num_seen_key *key = get_heap(sizeof(struct num_seen_key)); struct num_seen_rec *val_ptr; // printf("len %d %s %s\n", len_mantissa, mantissa, exponent); if (key == NULL) { print_error("Unable to allocate storage: cnt_seen_num\n"); return FALSE; } key->len_mantissa = len_mantissa; key->mantissa=mantissa; key->exponent=exponent; if (spec_num_ptr) { key->spec_mantissa=spec_num_ptr->mantissa; key->len_spec_mantissa=spec_num_ptr->len_mantissa; } else { key->spec_mantissa=NULL; key->len_spec_mantissa=0; } val_ptr = (struct num_seen_rec *)hashtable_search(saved_htable, key); if (val_ptr == NULL) // Have we seen this number before? { val_ptr=mk_seen_val(match_kind, spec_num_ptr, seen_val, mantissa, len_mantissa, exponent); // Set key to point at the duplicated strings that won't go away key->mantissa=val_ptr->mantissa; key->exponent=val_ptr->exponent; if (!hashtable_insert(saved_htable, key, val_ptr)) return FALSE; // printf("hashtable contains %u items.\n", hashtable_count(saved_htable)); } else free(key); val_ptr->total_occurrences++; val_ptr->file_occurrences++; return TRUE; } void print_saved(void) { // Iterate over a hash table printing out number information struct num_seen_keys *key; struct num_seen_rec *val_ptr; struct hashtable_itr *itr; // Iterator only returns a valid iterator if the hashtable is not empty itr = hashtable_iterator(saved_htable); if (hashtable_count(saved_htable) > 0) { do { key = hashtable_iterator_key(itr); val_ptr = hashtable_iterator_value(itr); } while (hashtable_iterator_advance(itr)); } } BOOL init_hash_table(void) { saved_htable = create_hashtable(1000, hashfromkey, equalkeys); if (saved_htable == NULL) return FALSE; return TRUE; } numbers-0.2.2/src/hashtab.h0000644000175100000000000000056711333600753014713 0ustar plagchkroot /* hashtab.h, 8 Feb 10 */ extern struct hashtable *saved_htable; extern BOOL init_hash_table(void); extern BOOL cnt_seen_num(enum match_enum match_kind, struct num_db_rec *spec_num_ptr, fp_t seen_val, DIGIT_CHAR *mantissa, int len_mantissa, DIGIT_CHAR *exponent); numbers-0.2.2/src/Makefile.in0000644000000000000000000000367111356663663014546 0ustar rootroot# 6 Apr10 # Force make on windows to use a useful shell SHELL=sh # Some directories BIN_DIR=bin CC=@CC@ #CC=/usr1/expsrc/gcc-3.4.4/gcc/xgcc -B/usr1/expsrc/gcc-3.4.4/gcc/ -fbounds-checking -DVALGRIND CFLAGS=@CFLAGS@ LFLAGS=@LDFLAGS@ LIBS=@LIBS@ E_OBJ = numbers.o \ options.o \ readdb.o \ global.o \ errors.o \ fltval.o \ utils.o \ levkeydist.o \ chkfile.o \ printnum.o \ matchnum.o \ hashtab.o \ hashfunc.o \ usage.o \ words.o \ isprop.o numbers: $(E_OBJ) echo "Done" clean: rm *.o .c.o: $(CC) -c $(CFLAGS) $< # # MM output header dependencies # $(CC) -MM -c $(CFLAGS) -g $< numbers.o: numbers.c global.h ../config.h printnum.h options.h \ chkfile.h usage.h options.o: options.c global.h ../config.h errors.h utils.h hashtab.h \ fltval.h readdb.h chkfile.h levkeydist.h matchnum.h printnum.h \ options.h usage.h readdb.o: readdb.c global.h ../config.h errors.h isprop.h fltval.h \ printnum.h matchnum.h utils.h readdb.h global.o: global.c global.h ../config.h errors.o: errors.c global.h ../config.h fltval.o: fltval.c global.h ../config.h errors.h utils.h fltval.h levkeydist.o: levkeydist.c global.h ../config.h printnum.h levkeydist.h chkfile.o: chkfile.c global.h ../config.h errors.h isprop.h fltval.h \ ../hash/hashtable.h hashtab.h printnum.h matchnum.h chkfile.h words.h printnum.o: printnum.c global.h ../config.h fltval.h hashtab.h \ ../hash/hashtable_itr.h ../hash/hashtable.h ../hash/hashtable_private.h \ matchnum.h printnum.h matchnum.o: matchnum.c global.h ../config.h utils.h errors.h isprop.h \ fltval.h levkeydist.h printnum.h hashtab.h chkfile.h matchnum.h usage.h hashtab.o: hashtab.c global.h ../config.h errors.h utils.h fltval.h \ hashfunc.h ../hash/hashtable.h ../hash/hashtable_itr.h \ ../hash/hashtable.h ../hash/hashtable_private.h hashtab.h isprop.o: isprop.c global.h ../config.h isprop.h usage.o: usage.c usage.h ../config.h isprop.h global.h words.o: words.c words.h ../config.h isprop.h global.h numbers-0.2.2/src/chkfile.c0000644000175100000000000002065511361453530014701 0ustar plagchkroot /* chkfile.c, 14 Apr 10 */ #include #include #include #include #include #include #include #include "global.h" #if HAVE_FNMATCH_H #include #endif #include "errors.h" #include "isprop.h" #include "fltval.h" #include "../hash/hashtable.h" #include "hashtab.h" #include "printnum.h" #include "matchnum.h" #include "usage.h" #include "words.h" #include "chkfile.h" DIGIT_CHAR cur_char, last_tok, last_last_tok; BOOL do_trace_progress = TRUE, do_print_location = FALSE, do_mk_ndb = FALSE, do_space_sep = FALSE, mk_ndb_all = FALSE, have_printed_filename, has_dp; fp_t cur_fp_val; char *cur_filename; int num_arg_files = 0; int num_arg_patterns = 0; int other_toks; char arg_files[MAX_ARG_FILE_LEN]; char arg_patterns[MAX_ARG_PATTERN_LEN]; static BOOL last_was_dp; static BOOL start_mk_ndb; static int num_exp_digits; static int num_mant_digits; static int num_dp; static DIGIT_CHAR actual_exponent[MAX_NUM_DIGITS]; static DIGIT_CHAR actual_mantissa[MAX_NUM_DIGITS]; void init_seen_numbers(void) { if (saved_htable != NULL) hashtable_destroy(saved_htable, TRUE); init_hash_table(); } void save_mant_digit(DIGIT_CHAR ch) { if (is_dec_point(ch)) num_dp++; if (num_mant_digits != MAX_NUM_DIGITS) { actual_mantissa[num_mant_digits]=ch; num_mant_digits++; } } void save_exp_digit(DIGIT_CHAR ch) { if (num_exp_digits != MAX_NUM_DIGITS) { actual_exponent[num_exp_digits]=ch; num_exp_digits++; } } void get_next_char(void) { cur_char=fgetc(stdin); // Update to handle wide characters if (do_trace_input) printf("%c", cur_char); } void get_hex_literal(void) { while (is_num_digit(cur_char) || ((cur_char >= 'a') && (cur_char <= 'f')) || ((cur_char >= 'A') && (cur_char <= 'F'))) { get_next_char(); } } BOOL get_number(void) { BOOL last_not_space = TRUE, seen_exp_digit; has_dp=FALSE; num_dp=0; num_exp_digits=0; num_mant_digits=0; /* * Save start_digit, which may not be contained in the set * allowed by is_num_digit. */ if (last_was_dp) save_mant_digit(DP_CHAR); save_mant_digit(cur_char); get_next_char(); if (do_space_sep && (cur_char == ' ')) // Not tab, etc, only space character get_next_char(); while (is_num_digit(cur_char)) { save_mant_digit(cur_char); get_next_char(); if (last_not_space && do_space_sep && (cur_char == ' ')) { get_next_char(); last_not_space=FALSE; } else last_not_space=TRUE; } if ((num_mant_digits == 1) && ((cur_char == 'x') || (cur_char == 'X'))) { get_next_char(); get_hex_literal(); return FALSE; // Not yet supported } if (num_dp > 1) return FALSE; if (num_mant_digits == MAX_NUM_DIGITS) num_mant_digits--; actual_mantissa[num_mant_digits]=NULL_CHAR; // printf("get number %s\n", actual_mantissa); if (!is_exp_prefix(cur_char)) { has_dp= (num_dp==1); actual_exponent[0]=NULL_CHAR; if (!string_to_fp(&cur_fp_val, actual_mantissa, num_mant_digits, actual_exponent)) { print_warning("Unable to convert input number\n"); return FALSE; } return TRUE; } get_next_char(); // Skip exponent character if (do_space_sep && (cur_char == ' ')) get_next_char(); if (is_exp_sign(cur_char)) { save_exp_digit(cur_char); get_next_char(); if (do_space_sep && (cur_char == ' ')) get_next_char(); } while (is_exp_digit(cur_char)) { seen_exp_digit=TRUE; save_exp_digit(cur_char); get_next_char(); } if (!seen_exp_digit) return FALSE; has_dp=TRUE; // presence of one exponent digit is considered equivalent if (num_exp_digits == MAX_NUM_DIGITS) num_exp_digits--; actual_exponent[num_exp_digits]=NULL_CHAR; // printf("get number_E %s\n", actual_exponent); if (!string_to_fp(&cur_fp_val, actual_mantissa, num_mant_digits, actual_exponent)) { print_warning("Unable to convert input number: %se%s\n", actual_mantissa, actual_exponent); return FALSE; } return TRUE; } void mk_ndb(DIGIT_CHAR mantissa[MAX_NUM_DIGITS], int len_mantissa, DIGIT_CHAR exponent[MAX_NUM_DIGITS]) { // len_mantissa will include at least one decimal point if ((len_mantissa >= ndb_signif_digits) && !save_match(NDB_MATCH, NULL, cur_fp_val, mantissa, len_mantissa, exponent)) { if (start_mk_ndb) { start_mk_ndb=FALSE; printf("! title %s\n", cur_filename); } print_number(actual_mantissa, num_mant_digits, actual_exponent); printf("\n"); } } void process_number(void) { if (!get_number()) return; if (do_mk_ndb) { if (has_dp) mk_ndb(actual_mantissa, num_mant_digits, actual_exponent); } else { match_number(actual_mantissa, num_mant_digits, actual_exponent); if (has_dp && (num_mant_digits >= print_signif_digits) && (do_print_all || (do_print_no_match && !found_match))) { if (do_trace_progress && !have_printed_filename) { printf("%s\n", cur_filename); have_printed_filename=TRUE; } print_number(actual_mantissa, num_mant_digits, actual_exponent); printf("\n"); } } } void process_file(CHAR *filename) { BOOL cur_is_dp = FALSE; start_mk_ndb=TRUE; if (mk_ndb_all) init_seen_numbers(); if (filename == NULL) cur_filename="stdin"; else { cur_filename=filename; // Martin Moene reported problems with close/fopen under WinGW // but that the following works. if (freopen(filename, "r", stdin) == NULL) return; } if (do_usage_file) cnt_file_processed(filename); have_printed_filename=FALSE; other_toks=0; get_next_char(); while (!feof(stdin)) { last_was_dp=cur_is_dp; cur_is_dp=is_dec_point(cur_char); if (isspace(cur_char)) get_next_char(); else if (is_start_letter(cur_char)) { process_word(); other_toks++; last_tok='I'; } else if (is_start_digit(cur_char)) process_number(); else { // Treat as punctuation and single character punctuation at that. last_last_tok=last_tok; last_tok=cur_char; get_next_char(); other_toks++; } } if (do_print_word) reset_word_buffer(); reset_need_counts(); } static BOOL match_file_pattern(char *filename) { int pnum; char *file_pattern = arg_patterns; #if HAVE_FNMATCH_H for (pnum=0; pnum < num_arg_patterns; pnum++) { if (pnum != 0) file_pattern+=1+strlen(file_pattern); // printf("%s %d\n", filename, fnmatch(file_pattern, filename, 0)); if (fnmatch(file_pattern, filename, 0) == 0) return TRUE; } return FALSE; #else return TRUE; #endif } void walk_dir(const char *dir) { struct dirent *entry; DIR *dir_ptr; struct stat fs; char abs_path[MAX_FILENAME_LEN]; if (!(dir_ptr = opendir(dir))) return; while ((entry = readdir(dir_ptr))) { // printf("entry %s\n", entry->d_name); if ((strcmp(".", entry->d_name) == 0) || (strcmp("..", entry->d_name) == 0)) continue; if (stat(entry->d_name, &fs) < 0) continue; if (S_ISDIR(fs.st_mode)) { total_dir_seen++; if (getcwd(abs_path, MAX_FILENAME_LEN) == NULL) continue; if (do_trace_progress) printf("%s/%s\n", abs_path, entry->d_name); if (chdir(entry->d_name) < 0) return; walk_dir("."); if (do_trace_progress) printf("%s\n", abs_path); if (chdir(abs_path) < 0) return; } else { if ((num_arg_patterns == 0) || match_file_pattern(entry->d_name)) process_file(entry->d_name); else { if (do_usage_file) cnt_file_not_processed(entry->d_name); } } } closedir(dir_ptr); } void chk_number(const char *num_str) { } void process_arg_files(void) { struct stat fs; char *dir_name; int anum; if (num_arg_files == 0) process_file(NULL); // Input assumed to come from stdin else { // Loop over names given as options dir_name=arg_files; for (anum=0; anum < num_arg_files; anum++) { if (anum != 0) dir_name+=1+strlen(dir_name); if (stat(dir_name, &fs) < 0) { if (is_number(dir_name)) chk_number(dir_name); else print_warning("Cannot stat %s\n", dir_name); return; } if (S_ISDIR(fs.st_mode)) { if (chdir(dir_name) < 0) print_warning("Unable to change directory to %s\n", dir_name); else walk_dir("."); } else process_file(dir_name); } } } void init_chkfile(void) { fp_init(&cur_fp_val); } numbers-0.2.2/src/chkfile.h0000644000175100000000000000130311361453547014703 0ustar plagchkroot /* chkfile.h, 14 Apr 10 */ #define MAX_ARG_FILE_LEN 5000 #define MAX_ARG_PATTERN_LEN 5000 extern BOOL do_trace_progress, do_print_location, do_mk_ndb, do_space_sep, mk_ndb_all, have_printed_filename, has_dp; extern DIGIT_CHAR cur_char, last_tok, last_last_tok; extern CHAR *dir_ptr; extern CHAR *file_pattern; extern char *cur_filename; extern fp_t cur_fp_val; extern int other_toks; extern int num_arg_files; extern int num_arg_patterns; extern char arg_files[MAX_ARG_FILE_LEN]; extern char arg_patterns[MAX_ARG_PATTERN_LEN]; extern void init_chkfile(void); extern void process_arg_files(void); extern void get_next_char(void); numbers-0.2.2/src/options.c0000644000175100000000000003304111361057552014764 0ustar plagchkroot /* options.c, 6 Apr 10 */ #include #include #include #include #include #include #include "global.h" #include "errors.h" #include "utils.h" #include "hashtab.h" #include "fltval.h" #include "readdb.h" #include "chkfile.h" #include "levkeydist.h" #include "matchnum.h" #include "printnum.h" #include "usage.h" #include "words.h" #include "options.h" #define TRACE_FSPLIT FALSE #define TRACE_GETPATH FALSE /* very useful at start of a port! */ char minus_plus[2] = {'-', '+'}; #if defined(FULL_POSIX) || defined(SUN_UNIX) struct stat ISexec; #endif /* Given a relative path, search the PATH environment * variable to find the absolute path * NOTE: if the host sets argv[0] to the absolute path, then either: * that host is MS-DOS and we check relpath first * or that host is NOT unix so you probably need * to modify this routine anyway! */ char *getpath(char * relpath) { char *pathlist; char *copy_of_paths; char *fullpath; size_t curpath = 0, nextpath; FILE *fp; unsigned long copy_path_len; #if TRACE_GETPATH printf("getpath(%s)\n", relpath); #endif #ifdef MS_DOS /* MS-DOS searches current directory first */ if ((fp = fopen(relpath, "r")) != NULL) { fclose(fp); if (ISEXECUTABLE(relpath)) { #if TRACE_GETPATH printf("%s...exists...isexec\n", relpath); #endif return relpath; } } #endif /* If the path which is passed contains a directory separator * character then the path name is either absolute, or * relative to the current directory */ if (strstr(relpath, directory_separator) != NULL) { if ((fp = fopen(relpath, "r")) != NULL) { fclose(fp); if (ISEXECUTABLE(relpath)) { #if TRACE_GETPATH printf("%s...exists...isexec\n", relpath); #endif return relpath; } } return (char *)NULL; /* ?? Can this be executed ?? */ } pathlist = GETVAR(PATHVAR); if (pathlist == NULL) pathlist = ""; /* NOTEXEC under unix - cannot unset PATH */ #if TRACE_GETPATH printf("pathlist=\"%s\"\n", pathlist); #endif fullpath = (char *)get_heap(MAX_FILENAME_LEN+1); /* we can't modify the environment string! */ copy_path_len = strlen(pathlist) + strlen(path_separator) + 1; copy_of_paths = (char*)get_heap(copy_path_len); strcpy(copy_of_paths, pathlist); strcat(copy_of_paths, path_separator); while (copy_of_paths[curpath]) /* while more paths to search... */ { for (nextpath = curpath; copy_of_paths[nextpath]; ++nextpath) /* look for next path separator... */ if (strncmp(©_of_paths[nextpath], path_separator, strlen(path_separator)) == 0) { copy_of_paths[nextpath] = '\0'; /* having chopped string at that point, break out */ break; } /* construct full pathname to test */ strcpy(fullpath, ©_of_paths[curpath]); strcat(fullpath, directory_separator); strcat(fullpath, relpath); #if TRACE_GETPATH printf("trying %s...", fullpath); #endif /* attempt to open file: */ if ((fp = fopen(fullpath, "r")) != NULL) { /* success: close the file and check it is executable: */ fclose(fp); #if TRACE_GETPATH printf("exists..."); #endif if (ISEXECUTABLE(fullpath)) { /* success: return the path found */ #if TRACE_GETPATH printf("exec\n"); #endif return fullpath; } } #if TRACE_GETPATH printf("\n"); #endif /* keep searching paths... */ curpath = nextpath + strlen(path_separator); } #if TRACE_GETPATH printf("can't find %s\n", relpath); #endif /* no path matches: return NULL to indicate failure */ return (char *)NULL; } static char * get_exe_path(char * argv_0) /* * Find the path that the program was run from */ { int path_len; char * full_exe_path; #if defined(MS_DOS) || defined(CYGWIN) char *exe_name; #endif if (argv_0 == (char *)NULL) return NULL; /* NOT Really EXEC */ full_exe_path = getpath(argv_0); #if defined(MS_DOS) || defined(CYGWIN) if (full_exe_path == NULL) { exe_name=get_heap(strlen(argv_0)+1+4); strcpy(exe_name, argv_0); #if defined(MS_DOS) strcat(exe_name, ".EXE"); #else strcat(exe_name, ".exe"); #endif full_exe_path=getpath(exe_name); } #endif if (full_exe_path == NULL) return NULL; path_len=strlen(full_exe_path); while (path_len > 0) { if (strncmp(full_exe_path+path_len-DSEP_LEN, directory_separator, DSEP_LEN) == 0) { full_exe_path[path_len]=NULL_CHAR; break; } else path_len--; } // The POSIX standard requires that an array of appropriate size // be passed. It is making use of a common extension to pass NULL // and expect the system to allocate the storage. if (path_len == 0) full_exe_path=getcwd(NULL, 0); return full_exe_path; } void get_default_db(char *prog_path) { char * exe_path = get_exe_path(prog_path); char * db_name; size_t exe_path_len; if (exe_path != NULL) { // Some environments do not append a directory separator at the // end of the path. So create space for a separator and add one // if necessary. exe_path_len=strlen(exe_path); db_path=get_heap(exe_path_len+DSEP_LEN+strlen(DB_DIR)+1); strcpy(db_path, exe_path); if (strncmp(exe_path+exe_path_len-DSEP_LEN, directory_separator, DSEP_LEN) != 0) strcat(db_path, directory_separator); strcat(db_path, DB_DIR); db_name=get_heap(strlen(db_path)+1+strlen(DEFAULT_DB)); strcpy(db_name, db_path); strcat(db_name, DEFAULT_DB); process_number_list(db_path, db_name); } } long get_arg_val(char *arg_str, int max_arg_val) { unsigned long arg_val; char *end_ptr; errno=0; arg_val = strtoul(arg_str, &end_ptr, 0); if ((errno != 0) || ((arg_val == 0) && (end_ptr == arg_str))) { print_warning("Argument %s cannot be converted to an integer value\n", arg_str); arg_val=max_arg_val; } if (arg_val > max_arg_val) { print_warning("Argument value (%lu) exceeds maximum allowed (%d)\n", arg_val, max_arg_val); arg_val=max_arg_val; } return arg_val; } BOOL arg_is_plus(char *arg_str) { return arg_str[strlen(arg_str)-1] != '-'; } void trace_options(int argc, char *argv[]) { int cur_arg; for (cur_arg=1; cur_arg < argc; cur_arg++) { if (strncmp(argv[cur_arg], "-trace", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (strncmp(argv[cur_arg], "input", 3) == 0) do_trace_input=TRUE; else if (strncmp(argv[cur_arg], "ndb", 3) == 0) do_trace_ndb=TRUE; else if (strncmp(argv[cur_arg], "progress", 3) == 0) do_trace_progress=TRUE; else print_warning("Unknown option %s\n", argv[cur_arg]); } } } void list_options(int argc, char *argv[]) { int cur_arg; for (cur_arg=1; cur_arg < argc; cur_arg++) { if ((strcmp(argv[cur_arg], "-?") == 0) || (strcmp(argv[cur_arg], "-help") == 0) || (strcmp(argv[cur_arg], "-v") == 0) || (strcmp(argv[cur_arg], "-V") == 0)) { printf("numbers version 0.2.2 (%s)\n", FP_ARITHMETIC); printf("Options, first four characters significant (default values in parenthesis):\n"); printf(" \n"); printf(" \n"); printf(" -allow space%c\n", minus_plus[do_space_sep]); printf(" -fuzz-percent (%s)\n", opt_fuzz_str); printf(" -help print version and options\n"); printf(" -levenstein-distance (%d)\n", min_levkey_dist); printf(" -match mantissa%c | value%c | (%d)\n", minus_plus[match_mantissa], minus_plus[match_value], match_signif_digits); printf(" -mkndb all%c | (%d)\n", minus_plus[mk_ndb_all], ndb_signif_digits); printf(" -ndb \n"); printf(" -print all%c | location%c | match%c | nomatch%c | value%c | word%c | (%d)\n", minus_plus[do_print_all], minus_plus[do_print_location], minus_plus[do_print_match], minus_plus[do_print_no_match], minus_plus[do_print_value], minus_plus[do_print_word], print_signif_digits); printf(" -summary match%c | nomatch%c\n", minus_plus[do_summary_match], minus_plus[do_summary_no_match]); printf(" -trace input%c | ndb%c | progress%c\n", minus_plus[do_trace_input], minus_plus[do_trace_ndb], minus_plus[do_trace_progress]); printf(" -usage file%c | mantissa%c\n", minus_plus[do_usage_file], minus_plus[do_usage_value]); printf(" -v, -V print version and options\n"); printf(" -wildcard \n"); printf(" -words %d\n", max_words); exit(0); } } } static BOOL save_arg_info(char *arg_buf, int *cur_arg_len, int max_num_args, char *arg_info, char *err_msg) { size_t arg_info_len = strlen(arg_info); if(*cur_arg_len+1+arg_info_len < max_num_args) { memcpy(arg_buf+*cur_arg_len, arg_info, 1+arg_info_len); *cur_arg_len+=1+arg_info_len; return TRUE; } print_warning(err_msg, arg_info); return FALSE; } void handle_options(int argc, char *argv[]) { int cur_arg; int cur_arg_file_len = 0; int cur_arg_pattern_len = 0; for (cur_arg=1; cur_arg < argc; cur_arg++) { if ((strcmp(argv[cur_arg], "?") == 0) || (strcmp(argv[cur_arg], "-help") == 0) || (strcmp(argv[cur_arg], "-v") == 0) || (strcmp(argv[cur_arg], "-V") == 0)) { // handled elsewhere } if (strncmp(argv[cur_arg], "-trace", 4) == 0) // Handled in earlier loop { cur_arg++; } else if (strncmp(argv[cur_arg], "-allow", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (strncmp(argv[cur_arg], "space", 3) == 0) do_space_sep=arg_is_plus(argv[cur_arg]); else print_warning("Unknown option %s\n", argv[cur_arg]); } else if (strncmp(argv[cur_arg], "-fuzz", 4) == 0) { cur_arg++; if (cur_arg == argc) break; init_fuzz_percent(argv[cur_arg]); } else if (strncmp(argv[cur_arg], "-levenstein", 4) == 0) { cur_arg++; if (cur_arg == argc) break; min_levkey_dist=get_arg_val(argv[cur_arg], 10000); } else if (strncmp(argv[cur_arg], "-match", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (strncmp(argv[cur_arg], "mantissa", 3) == 0) match_mantissa=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "value", 3) == 0) match_value=arg_is_plus(argv[cur_arg]); else match_signif_digits=get_arg_val(argv[cur_arg], MAX_NUM_DIGITS); } else if (strncmp(argv[cur_arg], "-mkndb", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (strncmp(argv[cur_arg], "all", 3) == 0) mk_ndb_all=arg_is_plus(argv[cur_arg]); else ndb_signif_digits=get_arg_val(argv[cur_arg], MAX_NUM_DIGITS); do_mk_ndb=TRUE; } else if (strcmp(argv[cur_arg], "-ndb") == 0) { cur_arg++; if (cur_arg == argc) break; process_number_list("", argv[cur_arg]); } else if (strncmp(argv[cur_arg], "-print", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (strncmp(argv[cur_arg], "all", 3) == 0) do_print_all=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "location", 3) == 0) do_print_location=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "match", 3) == 0) do_print_match=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "nomatch", 3) == 0) do_print_no_match=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "value", 3) == 0) do_print_value=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "word", 3) == 0) do_print_word=arg_is_plus(argv[cur_arg]); else print_signif_digits=get_arg_val(argv[cur_arg], MAX_NUM_DIGITS); } else if (strncmp(argv[cur_arg], "-summary", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (strncmp(argv[cur_arg], "match", 3) == 0) do_summary_match=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "nomatch", 3) == 0) do_summary_no_match=arg_is_plus(argv[cur_arg]); else print_warning("Unknown option %s\n", argv[cur_arg]); } else if (strncmp(argv[cur_arg], "-usage", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (strncmp(argv[cur_arg], "file", 3) == 0) do_usage_file=arg_is_plus(argv[cur_arg]); else if (strncmp(argv[cur_arg], "value", 3) == 0) do_usage_value=arg_is_plus(argv[cur_arg]); } else if (strncmp(argv[cur_arg], "-wildcard", 4) == 0) { cur_arg++; if (cur_arg == argc) break; if (save_arg_info(arg_patterns, &cur_arg_pattern_len, MAX_ARG_PATTERN_LEN, argv[cur_arg], "Size of file wildcard arguments exceeded at %s\n")) num_arg_patterns++; } else if (strncmp(argv[cur_arg], "-words", 4) == 0) { cur_arg++; if (cur_arg == argc) break; max_words=get_arg_val(argv[cur_arg], 500); } else { // treat as probably a file or directory name if (save_arg_info(arg_files, &cur_arg_file_len, MAX_ARG_FILE_LEN, argv[cur_arg], "Size of file arguments exceeded at %s\n")) num_arg_files++; } } } void init(int argc, char *argv[]) { trace_options(argc, argv); init_lev_distance(); init_fuzz_percent(opt_fuzz_str); init_chkfile(); init_match(); handle_options(argc, argv); get_default_db(argv[0]); list_options(argc, argv); if ((do_summary_match || do_summary_no_match || do_mk_ndb) && !init_hash_table()) print_error("Cannot initialize hash table\n"); init_words(max_words); } numbers-0.2.2/src/options.h0000644000175100000000000000013711325106056014763 0ustar plagchkroot /* options.h, 18 Jan 10 */ extern void init(int argc, char *argv[]); numbers-0.2.2/src/isprop.c0000644000175100000000000000247311361202206014576 0ustar plagchkroot /* isprop.c, 13 Apr 10 */ #include #include "global.h" #include "isprop.h" BOOL is_dec_point(DIGIT_CHAR ch) { return ch == DP_CHAR; } BOOL is_zero(DIGIT_CHAR ch) { return ch == '0'; } BOOL is_digit(DIGIT_CHAR ch) { return isdigit(ch) != 0; } BOOL is_start_digit(DIGIT_CHAR ch) { return is_digit(ch) != 0; } BOOL is_num_digit(DIGIT_CHAR ch) { return is_digit(ch) || is_dec_point(ch); } BOOL is_exp_digit(DIGIT_CHAR ch) { return is_digit(ch) != 0; } BOOL is_exp_sign(DIGIT_CHAR ch) { return (ch == '+') || (ch == '-'); } BOOL is_mantissa_sign(DIGIT_CHAR ch) { return (ch == '+') || (ch == '-'); } BOOL is_exp_prefix(DIGIT_CHAR ch) { return (tolower(ch) == 'e') || (tolower(ch) == 'd'); } BOOL is_number(const char *str) { int ch_offset=0; if (is_dec_point(str[0])) ch_offset++; while (is_digit(str[ch_offset]) || is_dec_point(str[ch_offset])) ch_offset++; if (is_exp_prefix(str[ch_offset])) { ch_offset++; if (is_exp_sign(str[ch_offset])) ch_offset++; while (is_digit(str[ch_offset])) ch_offset++; } return str[ch_offset] == NULL_CHAR; } BOOL is_ident_ch(DIGIT_CHAR ch) { return isalpha(ch) || isdigit(ch); } BOOL is_letter(DIGIT_CHAR ch) { return isalpha(ch) != 0; } BOOL is_start_letter(DIGIT_CHAR ch) { return is_letter(ch) != 0; } numbers-0.2.2/src/isprop.h0000644000175100000000000000110711361202225014575 0ustar plagchkroot /* isprop.h, 13 Apr 10 */ extern BOOL is_dec_point(DIGIT_CHAR ch); extern BOOL is_zero(DIGIT_CHAR ch); extern BOOL is_digit(DIGIT_CHAR ch); extern BOOL is_start_digit(DIGIT_CHAR ch); extern BOOL is_num_digit(DIGIT_CHAR ch); extern BOOL is_exp_digit(DIGIT_CHAR ch); extern BOOL is_mantissa_sign(DIGIT_CHAR ch); extern BOOL is_exp_sign(DIGIT_CHAR ch); extern BOOL is_exp_prefix(DIGIT_CHAR ch); extern BOOL is_number(const char *str); extern BOOL is_letter(DIGIT_CHAR ch); extern BOOL is_start_letter(DIGIT_CHAR ch); extern BOOL is_ident_ch(DIGIT_CHAR ch); numbers-0.2.2/src/usage.c0000644000000000000000000001116511361635720013733 0ustar rootroot /* usage.c, 13 Apr 10 */ #include #include #include "global.h" #include "isprop.h" #include "utils.h" #include "chkfile.h" #include "usage.h" #define MAX_NUM_EXT 500 // Am approximation to infinity #define MAX_EXT_LEN 5 // Maximum characters considered in a file extension #define NO_EXT 0 #define MAX_OTHER_TOKS 200 /* * Assign a file extension number for every extension. * Used to count number of filenames containing a given extension. */ struct f_ext_rec { int ext_num; char ext[1+MAX_EXT_LEN]; struct f_ext_rec *next; }; BOOL do_usage_value, do_usage_file; int total_dir_seen; static int total_lits; static int file_ext_cnt; static int total_mantissa_len[MAX_NUM_DIGITS]; static int total_signif_len[MAX_NUM_DIGITS], data_signif_len[MAX_NUM_DIGITS]; static struct f_ext_rec *f_ext_list[MAX_EXT_LEN]; static int total_file_ext[2][MAX_NUM_EXT]; static int total_num_tok_sep[MAX_OTHER_TOKS+1]; void cnt_val_usage(DIGIT_CHAR * mantissa, int len_mantissa, DIGIT_CHAR * exponent) { // Get usage information about a seen literal value int num_signif_digits; int dig_num; if (len_mantissa < MAX_NUM_DIGITS) total_mantissa_len[len_mantissa]++; // Count the number of significant digits num_signif_digits=0; for (dig_num=0; dig_num < len_mantissa; dig_num++) if ((!is_dec_point(mantissa[dig_num])) && // don't count leading zeroes !((num_signif_digits == 0) && is_zero(mantissa[dig_num]))) num_signif_digits++; // not interested in trailing zeros for (dig_num=len_mantissa; dig_num > 0; dig_num--) if (is_zero(mantissa[dig_num-1])) num_signif_digits--; else break; if ((last_tok == ',') || (other_toks == 0) || ((other_toks == 2) && (last_last_tok = ','))) data_signif_len[num_signif_digits]++; else total_signif_len[num_signif_digits]++; last_tok=' '; if (other_toks < MAX_OTHER_TOKS) total_num_tok_sep[other_toks]++; else total_num_tok_sep[MAX_OTHER_TOKS]++; other_toks=0; total_lits++; } void print_val_usage(void) { int mlen; printf(" Characters ( expression initialization) significant digits\n"); for (mlen=0; mlen < MAX_NUM_DIGITS; mlen++) printf("%2d %7d %7d %5.2f %7d %5.2f\n", mlen, total_mantissa_len[mlen], total_signif_len[mlen], (100.0*total_signif_len[mlen])/total_lits, data_signif_len[mlen], (100.0*data_signif_len[mlen])/total_lits); printf("Token distance between literals\n"); for (mlen=0; mlen <= MAX_OTHER_TOKS; mlen++) printf("%3d %7d %5.2f\n", mlen, total_num_tok_sep[mlen], ((total_num_tok_sep[mlen]+0.0)/total_lits)*100.0); } static unsigned int file_ext_num(char *filename) { /* * Return the number associated with any extension filename has, * if no extension return NO_EXT. An extension is any sequence * of characters appearing after a '.' in filename. */ size_t file_len = strlen(filename), ch_offset = file_len; int ext_len; struct f_ext_rec *known_ext_ptr; while (ch_offset > 0) { if (filename[ch_offset] == '.') { ext_len=file_len-ch_offset; if ((ext_len > MAX_EXT_LEN) || (ext_len == 0)) return NO_EXT; known_ext_ptr=f_ext_list[ext_len-1]; while (known_ext_ptr) { if (strcmp(filename+ch_offset+1, known_ext_ptr->ext) == 0) return known_ext_ptr->ext_num; known_ext_ptr=known_ext_ptr->next; } // Extension not found, add it file_ext_cnt++; if (file_ext_cnt >= MAX_NUM_EXT) return NO_EXT; known_ext_ptr=get_heap(sizeof(struct f_ext_rec)); if (known_ext_ptr == NULL) return NO_EXT; strcpy(known_ext_ptr->ext, filename+ch_offset+1); known_ext_ptr->ext[ext_len]=NULL_CHAR; known_ext_ptr->ext_num=file_ext_cnt; known_ext_ptr->next=f_ext_list[ext_len-1]; f_ext_list[ext_len-1]=known_ext_ptr; return file_ext_cnt; } ch_offset--; } return NO_EXT; } void cnt_file_not_processed(char *filename) { total_file_ext[0][file_ext_num(filename)]++; } void cnt_file_processed(char *filename) { total_file_ext[1][file_ext_num(filename)]++; } static void print_file_usage(void) { int elen; struct f_ext_rec *known_ext_ptr; printf("File information: %d directories\n", total_dir_seen); for (elen=0; elen < MAX_EXT_LEN; elen++) { known_ext_ptr=f_ext_list[elen]; while (known_ext_ptr) { printf("%7d %7d %5s\n", total_file_ext[0][known_ext_ptr->ext_num], total_file_ext[1][known_ext_ptr->ext_num], known_ext_ptr->ext); known_ext_ptr=known_ext_ptr->next; } } } void print_usage(void) { if (do_usage_file) print_file_usage(); if (do_usage_value) print_val_usage(); } numbers-0.2.2/src/usage.h0000644000000000000000000000055711356665255013755 0ustar rootroot /* usage.h, 6 Apr 10 */ extern BOOL do_usage_value, do_usage_file; extern int total_dir_seen; extern void cnt_val_usage(DIGIT_CHAR * mantissa, int len_mantissa, DIGIT_CHAR * exponent); extern void cnt_file_processed(char *filename); extern void cnt_file_not_processed(char *filename); extern void print_usage(void); numbers-0.2.2/src/utils.c0000644000175100000000000000040611325172647014433 0ustar plagchkroot /* utils.c, 19 Jan 10 */ #include #include "errors.h" void * get_heap(size_t mem_size) { void * mem_ptr = malloc(mem_size); if (mem_ptr == NULL) print_error("Out of memory (%d)\n", mem_size); return mem_ptr; } numbers-0.2.2/src/utils.h0000644000175100000000000000014011325172332014422 0ustar plagchkroot /* utils.h, 19 Jan 10 */ extern void * get_heap(size_t mem_size); numbers-0.2.2/src/printnum.c0000644000175100000000000000712411360741443015146 0ustar plagchkroot /* printnum.c, 12 Apr 10 */ #include #include #include "global.h" #include "fltval.h" #include "hashtab.h" #include "../hash/hashtable_itr.h" #include "matchnum.h" #include "printnum.h" BOOL do_print_all, do_print_no_match, do_summary_match = TRUE, do_summary_no_match; void print_digit_seq(DIGIT_CHAR digit_seq[MAX_NUM_DIGITS], int num_digits) { int c; for (c=0; c < num_digits; c++) printf("%c", digit_seq[c]); } void print_number(DIGIT_CHAR mantissa[MAX_NUM_DIGITS], int len_mantissa, DIGIT_CHAR exponent[MAX_NUM_DIGITS]) { print_digit_seq(mantissa, len_mantissa); if (strlen(exponent) != 0) printf("e%s", exponent); } static void print_diff_plus_num(fp_t seen_num, fp_t ndb_num) { size_t seen_len, ndb_len, min_len; int nindex; DIGIT_CHAR seen_str[MAX_NUM_DIGITS]; DIGIT_CHAR ndb_str[MAX_NUM_DIGITS]; fp_to_string(seen_str, seen_num, MAX_NUM_DIGITS-1); fp_to_string(ndb_str, ndb_num, MAX_NUM_DIGITS-1); seen_len=strlen(seen_str); ndb_len=strlen(ndb_str); if (seen_len < ndb_len) min_len=seen_len; else min_len=ndb_len; for (nindex=0; nindex < min_len; nindex++) if (seen_str[nindex] == ndb_str[nindex]) printf("."); else break; for (; nindex < seen_len; nindex++) printf("%c", seen_str[nindex]); printf(" "); for (nindex=0; nindex < ndb_len; nindex++) printf("%c", ndb_str[nindex]); } void print_summary(void) { struct num_seen_rec *seen_num_ptr; struct num_seen_keys *key; struct hashtable_itr *itr; if (do_summary_match) { printf("Matched number summary\n"); // Iterator only returns a valid iterator if the hashtable is not empty itr = hashtable_iterator(saved_htable); if (hashtable_count(saved_htable) > 0) { do { key = hashtable_iterator_key(itr); seen_num_ptr = hashtable_iterator_value(itr); switch (seen_num_ptr->match_kind) { case LEV_SIGNIF: case EXACT_SIGNIF: printf("%6d ", seen_num_ptr->file_occurrences); print_digit_seq(seen_num_ptr->mantissa, seen_num_ptr->len_mantissa); printf(" "); fp_print(seen_num_ptr->matched_num->num_valu); printf(" %s", seen_num_ptr->matched_num->msg); break; case VALUE_MATCH: printf("%6d ", seen_num_ptr->file_occurrences); print_diff_plus_num(seen_num_ptr->seen_valu, seen_num_ptr->matched_num->num_valu); printf(" %s", seen_num_ptr->matched_num->msg); break; case NEED_MATCH: printf("%6d ", seen_num_ptr->file_occurrences); printf("value sequence "); printf(" %s", seen_num_ptr->matched_num->msg); case NO_MATCH: case NDB_MATCH: break; } } while (hashtable_iterator_advance(itr)); } } if (do_summary_no_match) { printf("Unmatched number summary\n"); itr = hashtable_iterator(saved_htable); if (hashtable_count(saved_htable) > 0) { do { key = hashtable_iterator_key(itr); seen_num_ptr = hashtable_iterator_value(itr); if ((seen_num_ptr->file_occurrences != 0) && (seen_num_ptr->match_kind == NO_MATCH)) { printf("%6d ", seen_num_ptr->file_occurrences); print_digit_seq(seen_num_ptr->mantissa, seen_num_ptr->len_mantissa); if (strlen(seen_num_ptr->exponent) == 0) printf("\n"); else printf("e%s\n", seen_num_ptr->exponent); } } while (hashtable_iterator_advance(itr)); } } } numbers-0.2.2/src/printnum.h0000644000175100000000000000051711326661431015152 0ustar plagchkroot /* printnum.h, 23 Jan 10 */ extern BOOL do_print_all, do_print_no_match, do_summary_match, do_summary_no_match; extern void print_number(DIGIT_CHAR mantissa[MAX_NUM_DIGITS], int num_digits, DIGIT_CHAR exponent[MAX_NUM_DIGITS]); extern void print_summary(void); numbers-0.2.2/src/levkeydist.c0000644000175100000000000000465511353221261015454 0ustar plagchkroot /* levkeydist.c, 26 Mar 10 */ #include #include "global.h" #include "printnum.h" #include "levkeydist.h" #define ADDITION 2 // penality for needing to add a character #define CHANGE 2 // penality for needing to modify a character #define DELETION 2 // penality for needing to delete a character #define KEY_CHANGE 1 // penality changed character adjacent on keyboard #define MIN(x, y) ((x < y) ? x : y) #define SMALLEST_OF(x, y, z) ((x #include #include #include #include "global.h" #include "errors.h" #include "isprop.h" #include "fltval.h" #include "printnum.h" #include "matchnum.h" #include "utils.h" #include "readdb.h" #define DB_SEPERATOR '|' #define MAX_LINE_LEN 1024 #define MAX_INCLUDE_NEST 10 struct { char *dir_path; FILE *file_ptr; } ndb_file[MAX_INCLUDE_NEST]; BOOL do_trace_ndb = FALSE; CHAR cur_db_msg[MAX_MSG_LEN]; CHAR *msg_prefix, *msg_postfix, *msg_ptr, *ndb_title, *db_path; DIGIT_CHAR cur_num_mantissa[MAX_NUM_DIGITS]; DIGIT_CHAR cur_num_exponent[MAX_NUM_DIGITS]; int cur_mant_len, cur_exp_len, cur_msg_len, cur_line_len, msg_postfix_len, msg_prefix_len, ndb_title_len; static int include_nesting = -1; static struct need_num_rec *cur_need_info = NULL; static int cur_need_num_cnt; // Number of numbers in the current need sequence static int need_seq_num; // Number of !need seen static CHAR line_buf[MAX_LINE_LEN]; // Current input line void read_db_line(void) { // Read a line if (fgets(line_buf, MAX_LINE_LEN, ndb_file[include_nesting].file_ptr) == NULL) return; for (cur_line_len=0; cur_line_len < MAX_LINE_LEN; cur_line_len++) if (line_buf[cur_line_len] == NULL_CHAR) { cur_line_len--; // Assume newline is one character long line_buf[cur_line_len]=NULL_CHAR; break; } // printf("%d:%s\n", cur_line_len, line_buf); } int skip_space(int ch_offset) { while (isspace(line_buf[ch_offset]) && (ch_offset < cur_line_len)) ch_offset++; return ch_offset; } void read_db_num(int cur_num_start) { int dig_num, cur_num_end; cur_exp_len = 0; cur_mant_len=0; if (is_mantissa_sign(line_buf[cur_num_start])) cur_num_start++; cur_num_start=skip_space(cur_num_start); // Any whitespace after optional sign if (!(is_dec_point(line_buf[cur_num_start]) || is_start_digit(line_buf[cur_num_start]))) { cur_num_mantissa[0]='1'; cur_mant_len=1; return; } cur_num_end = cur_num_start; while ((line_buf[cur_num_end] != DB_SEPERATOR) && (cur_num_end < cur_line_len)) cur_num_end++; // Allow spaces between mantissa digits for (dig_num=cur_num_start; dig_num < cur_num_end; dig_num++) { if (is_exp_prefix(line_buf[dig_num]) || (line_buf[dig_num] == '(') || (line_buf[dig_num] == '[')) break; if ((!isspace(line_buf[dig_num])) && (line_buf[dig_num] != '_')) { if (cur_mant_len < MAX_NUM_DIGITS) { cur_num_mantissa[cur_mant_len]=line_buf[dig_num]; cur_mant_len++; } } } // TODO handle accuracy specifications if ((line_buf[dig_num] == '(') || (line_buf[dig_num] == '[')) { while ((line_buf[dig_num] != ')') && (!is_exp_prefix(line_buf[dig_num])) && (line_buf[dig_num] != DB_SEPERATOR) && (dig_num < cur_line_len)) dig_num++; if ((line_buf[dig_num] != ')') && (line_buf[dig_num] == ']')) print_warning("Missing ')' in ndb numeric value\n"); else dig_num++; } dig_num=skip_space(dig_num); if (is_exp_prefix(line_buf[dig_num])) { dig_num++; // skip exponent prefix for (; dig_num < cur_num_end; dig_num++) { if (cur_exp_len < MAX_NUM_DIGITS) { cur_num_exponent[cur_exp_len]=line_buf[dig_num]; cur_exp_len++; } } } if (cur_exp_len < MAX_NUM_DIGITS) cur_num_exponent[cur_exp_len]=NULL_CHAR; else cur_num_exponent[MAX_NUM_DIGITS-1]=NULL_CHAR; // printf("db num %s\n", cur_num_mantissa); } void process_msg(char *msg_ptr, int msg_start) { int ind; cur_msg_len=0; msg_start++; // Just skip the first space // Convert any 'printf' escape sequences in the message for (ind=msg_start; ind < cur_line_len; ind++) { if (line_buf[ind] == '\\') { if (line_buf[ind+1] == 'n') msg_ptr[cur_msg_len]='\n'; else if (line_buf[ind+1] == 't') msg_ptr[cur_msg_len]='\t'; else if (line_buf[ind+1] == 'r') msg_ptr[cur_msg_len]='\r'; else if (line_buf[ind+1] == 'f') msg_ptr[cur_msg_len]='\f'; else if (line_buf[ind+1] == 'a') msg_ptr[cur_msg_len]='\a'; else if (line_buf[ind+1] == 'b') msg_ptr[cur_msg_len]='\b'; else if (line_buf[ind+1] == 'v') msg_ptr[cur_msg_len]='\v'; else if (line_buf[ind+1] == '\\') msg_ptr[cur_msg_len]='\\'; else if (line_buf[ind+1] == '"') msg_ptr[cur_msg_len]='\"'; else if (line_buf[ind+1] == '\'') msg_ptr[cur_msg_len]='\''; else if (line_buf[ind+1] == '?') msg_ptr[cur_msg_len]='\?'; else { msg_ptr[cur_msg_len]=line_buf[ind]; cur_msg_len++; msg_ptr[cur_msg_len]=line_buf[ind+1]; } ind++; } else msg_ptr[cur_msg_len]=line_buf[ind]; cur_msg_len++; } msg_ptr[cur_msg_len]=NULL_CHAR; // printf("db msg %s\n", msg_ptr); } void get_msg_pfix(int prefix_offset) { // Get character sequence that occurs after ! msgprefix/msgpostfix msg_ptr=get_heap(sizeof(char)*(cur_line_len-prefix_offset+1)); if (msg_ptr != NULL) process_msg(msg_ptr, prefix_offset); } void get_ndb_title(int prefix_offset) { // Get character sequence that occurs after ! title ndb_title=get_heap(sizeof(char)*(cur_line_len-prefix_offset+1)); if (ndb_title != NULL) { process_msg(ndb_title, prefix_offset); ndb_title_len=cur_msg_len; } } void get_word_list(int prefix_offset) { // Get word list that occurs after ! word } void read_db_msg(void) { int cur_msg_start; cur_msg_start=0; while ((line_buf[cur_msg_start] != DB_SEPERATOR) && (cur_msg_start < cur_line_len)) cur_msg_start++; cur_msg_start++; process_msg(cur_db_msg, cur_msg_start); } void finalise_need(void) { cur_need_info=NULL; } void start_need(char *need_str) { cur_need_info=get_heap(sizeof(struct need_num_rec)); cur_need_num_cnt=0; if (cur_need_info == NULL) { print_error("Unable to allocate storage: start_need_1"); return; } cur_need_info->num_list=get_heap(DFLT_NEED_SIZE*sizeof(struct need_db_rec *)); if (cur_need_info->num_list == NULL) { print_error("Unable to allocate storage: start_need_2"); finalise_need(); return; } need_seq_num++; cur_need_info->need_id=need_seq_num; cur_need_info->list_len=0; cur_need_info->max_list_len=DFLT_NEED_SIZE; cur_need_info->notify_level=0; cur_need_info->seen_need_num=NULL; } void add_need_num(struct num_db_rec *num_ptr) { num_ptr->need_info=cur_need_info; if (cur_need_info == NULL) return; if (cur_need_info->list_len == cur_need_info->max_list_len) { cur_need_info->num_list=realloc(cur_need_info->num_list, (DFLT_NEED_SIZE+cur_need_info->list_len)* sizeof(struct need_db_rec *)); if (cur_need_info->num_list == NULL) { print_error("Unable to allocate storage: add_need_num"); finalise_need(); return; } cur_need_info->max_list_len+=DFLT_NEED_SIZE; } cur_need_info->num_list[cur_need_info->list_len]=num_ptr; cur_need_info->list_len++; num_ptr->need_num=cur_need_num_cnt; cur_need_num_cnt++; } void store_num_info(void) { struct num_db_rec *num_ptr = malloc(sizeof(struct num_db_rec)); if (num_ptr == NULL) { print_warning("Unable to allocate storage: store_num_info_1\n"); return; } fp_init(&num_ptr->num_valu); if (!string_to_fp(&num_ptr->num_valu, cur_num_mantissa, cur_mant_len, cur_num_exponent)) { // If we are using GMP there is no legitimate reason // for not being able to convert a ndb number. #if !HAVE_GMP if (do_trace_ndb) #endif print_warning("Failed to convert number in ndb file\n"); // print_number(cur_num_mantissa, cur_mant_len, cur_num_exponent); return; } fp_init(&num_ptr->match_fuzz); fp_assign(&num_ptr->match_fuzz, default_fuzz_val); simplify_match_num(cur_num_mantissa, cur_mant_len); if (num_simp_digits == 0) { print_warning("Zero value in ndb file\n"); return; } num_ptr->mantissa=malloc(sizeof(DIGIT_CHAR)*(cur_mant_len+1)); num_ptr->simp_mant=malloc(sizeof(DIGIT_CHAR)*(num_simp_digits+1)); num_ptr->exponent=malloc(sizeof(DIGIT_CHAR)*(cur_exp_len+1)); num_ptr->msg=malloc(sizeof(CHAR)*(msg_prefix_len+msg_postfix_len+cur_msg_len+2)); if ((num_ptr->mantissa == NULL) || (num_ptr->simp_mant == NULL) || (num_ptr->msg == NULL)) { print_warning("Unable to allocate storage: store_num_info_2\n"); return; } memcpy(num_ptr->mantissa, cur_num_mantissa, sizeof(DIGIT_CHAR)*cur_mant_len); num_ptr->mantissa[cur_mant_len]='\0'; num_ptr->len_mantissa=cur_mant_len; memcpy(num_ptr->simp_mant, simp_digit_seq, sizeof(DIGIT_CHAR)*num_simp_digits); num_ptr->simp_mant[num_simp_digits]='\0'; num_ptr->simp_mant_len=num_simp_digits; memcpy(num_ptr->exponent, cur_num_exponent, sizeof(DIGIT_CHAR)*cur_exp_len); num_ptr->exponent[cur_exp_len]='\0'; memcpy(num_ptr->msg, msg_prefix, sizeof(CHAR)*msg_prefix_len); memcpy(num_ptr->msg+msg_prefix_len, cur_db_msg, sizeof(CHAR)*cur_msg_len); memcpy(num_ptr->msg+msg_prefix_len+cur_msg_len, msg_postfix, sizeof(CHAR)*msg_postfix_len); num_ptr->msg[msg_prefix_len+cur_msg_len+msg_postfix_len]='\0'; num_ptr->ndb_title=ndb_title; if (do_trace_ndb) { printf("| "); fp_print(num_ptr->num_valu); printf("\n"); print_number(num_ptr->simp_mant, num_simp_digits, ""); printf("%s\n", num_ptr->msg); } // printf("%c %d\n", num_ptr->simp_mant[0], num_simp_digits); add_need_num(num_ptr); num_ptr->next=special_numbers.num_info[num_ptr->simp_mant[0]-'0']; special_numbers.num_info[num_ptr->simp_mant[0]-'0']=num_ptr; } void get_directive(int ch_offset) { int id_len = 0; CHAR directive[MAX_MSG_LEN]; ch_offset=skip_space(ch_offset+1); // Skip ! while ((!isspace(line_buf[ch_offset])) && (ch_offset < cur_line_len)) { if (isalpha(line_buf[ch_offset]) && (id_len < MAX_MSG_LEN)) { directive[id_len]=tolower(line_buf[ch_offset]); id_len++; } ch_offset++; } directive[id_len]=NULL_CHAR; if (strcmp(directive, "fuzz") == 0) { get_msg_pfix(ch_offset); set_fuzz_val(&default_fuzz_val, msg_ptr); } else if (strcmp(directive, "include") == 0) { get_msg_pfix(ch_offset); process_number_list("", msg_ptr); } else if (strcmp(directive, "msgpostfix") == 0) { get_msg_pfix(ch_offset); msg_postfix=msg_ptr; msg_postfix_len=cur_msg_len; } else if (strcmp(directive, "msgprefix") == 0) { get_msg_pfix(ch_offset); msg_prefix=msg_ptr; msg_prefix_len=cur_msg_len; } else if (strcmp(directive, "need") == 0) { finalise_need(); get_msg_pfix(ch_offset); start_need(msg_ptr); } else if (strcmp(directive, "title") == 0) get_ndb_title(ch_offset); else if (strcmp(directive, "word") == 0) get_word_list(ch_offset); else print_warning("Unknown directive: %s\n", line_buf); } char *ndb_file_path(char *dir_path, char * filename) { int path_len=strlen(filename); char *new_dir_path; // printf("%s %s\n", dir_path, filename); while (path_len > DSEP_LEN-1) { // Support both the host environment directory separator and the // *nix directory separator. if ((strncmp(filename+path_len-DSEP_LEN, directory_separator, DSEP_LEN) == 0) || (strncmp(filename+path_len-1, "/", 1) == 0)) { new_dir_path=get_heap(strlen(dir_path)+path_len+1); strcpy(new_dir_path, dir_path); strncat(new_dir_path, filename, path_len); return new_dir_path; } else path_len--; } new_dir_path=get_heap(strlen(dir_path)+1); strcpy(new_dir_path, dir_path); return new_dir_path; } void add_number_list(char * dir_path, char * filename) { int first_non_blank; char *alt_ndb_name = filename; ndb_file[include_nesting].file_ptr = fopen(filename, "r"); if (ndb_file[include_nesting].file_ptr == NULL) { ndb_file[include_nesting].dir_path = ndb_file_path(dir_path, filename); alt_ndb_name=get_heap(strlen(dir_path)+ strlen(filename)+1); strcpy(alt_ndb_name, dir_path); strcat(alt_ndb_name, filename); if (do_trace_ndb) printf("Trying %s\n", alt_ndb_name); ndb_file[include_nesting].file_ptr = fopen(alt_ndb_name, "r"); } else ndb_file[include_nesting].dir_path = ndb_file_path("", filename); if (ndb_file[include_nesting].file_ptr == NULL) { print_warning("Could not open: %s\n", filename); return; } if (do_trace_ndb) printf("Opened %s\n", alt_ndb_name); msg_postfix_len=0; msg_prefix_len=0; ndb_title=filename; ndb_title_len=strlen(ndb_title); while (!feof(ndb_file[include_nesting].file_ptr)) { read_db_line(); if (cur_line_len > 0) { first_non_blank=skip_space(0); if (first_non_blank == cur_line_len) continue; if (line_buf[first_non_blank] == '!') get_directive(first_non_blank); else if (line_buf[first_non_blank] != '#') { read_db_num(first_non_blank); read_db_msg(); store_num_info(); } } } finalise_need(); fclose(ndb_file[include_nesting].file_ptr); if (include_nesting != 0) free(ndb_file[include_nesting].dir_path); } void process_number_list(char * start_db_path, char * filename) { // Extract information about a list of numbers from filename fp_t cur_fuzz_val; // Save current fuzz value and restore at the end of the include fp_init(&cur_fuzz_val); fp_assign(&cur_fuzz_val, default_fuzz_val); if (include_nesting == MAX_INCLUDE_NEST) { print_warning("!include %s: nesting level exceeds %d\n", filename, MAX_INCLUDE_NEST); return; } include_nesting++; if (include_nesting == 0) add_number_list(start_db_path, filename); else add_number_list(ndb_file[include_nesting-1].dir_path, filename); include_nesting--; fp_assign(&default_fuzz_val, cur_fuzz_val); } numbers-0.2.2/src/readdb.h0000644000175100000000000000025711333104222014504 0ustar plagchkroot /* readdb.h, 5 Feb 10 */ extern BOOL do_trace_ndb; extern char *db_path; extern void process_number_list(char * start_db_path, char * filename); numbers-0.2.2/src/fltval.c0000644000175100000000000001557211361057303014564 0ustar plagchkroot /* fltval.c, 13 Apr 10 */ #include #include #include #include #include #if !HAVE_GMP #include #endif #include "global.h" #include "errors.h" #include "utils.h" #include "fltval.h" #if HAVE_LONG_DOUBLE // Some C99 headers don't contain this declaration extern long double strtold(const char *nptr, char **endptr); #endif const char *opt_fuzz_str = "0.0001"; fp_t default_fuzz_val; // Having the following three variables global rather than // local saves on GMP memory allocation/deallocation for // every call to fp_almost_eq static fp_t lower_bound, upper_bound, fuzz_val; void fp_init(fp_t *var) { #if HAVE_GMP mpf_init(*var); #elif HAVE_LONG_DOUBLE *var = 0.0L; #else *var = 0.0; #endif } void fp_print(fp_t numeric_val) { #if HAVE_GMP gmp_printf("%.20Fg", numeric_val); #elif HAVE_LONG_DOUBLE #if MS_DOS // Microsoft DLL does not support output of long double printf("%.16Lg", (double)numeric_val); #else printf("%.16Lg", numeric_val); #endif #else printf("%.10g", numeric_val); #endif } void fp_to_string(DIGIT_CHAR *val_str, fp_t numeric_val, int signif_digits) { #if HAVE_GMP DIGIT_CHAR work_str[MAX_NUM_DIGITS]; mp_exp_t exp; int exp_len; if (mpf_sgn(numeric_val) == 0) // mpf_get_str() returns "" for zero { strcpy(val_str, "0.0"); return; } mpf_get_str(work_str, &exp, 10, signif_digits-1, numeric_val); // Assume returned value is not negative if (exp == 0) sprintf(val_str, "0.%s", work_str); else if (exp == 1) sprintf(val_str, "%c.%s", work_str[0], (work_str[1] ? &work_str[1] : "0")); else { exp_len=3+log10((double)abs(exp-1)); mpf_get_str(work_str, &exp, 10, signif_digits-1-exp_len, numeric_val); sprintf(val_str, "%c.%se%+.1d", work_str[0], (work_str[1] ? &work_str[1] : "0"), (int)(exp-1)); } return; #else #if HAVE_LONG_DOUBLE #if LDBL_DIG+6 > MAX_NUM_DIGITS #error LDBL_DIG+6 > MAX_NUM_DIGITS : Need to incrase MAX_NUM_DIGITS #endif #if MS_DOS // Microsoft DLL does not support output of long double (void)sprintf(val_str, "%.*e", DBL_DIG, (double)numeric_val); #else (void)sprintf(val_str, "%.*Le", LDBL_DIG, numeric_val); #endif #else (void)sprintf(val_str, "%.*e", DBL_DIG, numeric_val); #endif return; #endif } BOOL string_to_fp(fp_t * numeric_val, const DIGIT_CHAR *mantissa, int mant_len, const DIGIT_CHAR *exponent) { DIGIT_CHAR *val_str; const size_t exp_len = strlen(exponent); val_str=get_heap(mant_len+exp_len+2); if (val_str == NULL) { print_warning("Unable to allocate storage: string_to_fp"); return FALSE; } //printf("%d %s\n", mant_len, exponent); strncpy(val_str, mantissa, mant_len); val_str[mant_len]=NULL_CHAR; if (exp_len > 0) { strcat(val_str, "E"); strcat(val_str, exponent); } // printf("%s\n", val_str); #if HAVE_GMP if (mpf_set_str(*numeric_val, val_str, 10) != 0) { // print_warning("mpf_set_str failed: %s\n", val_str); free(val_str); return FALSE; } #else errno=0; #if HAVE_LONG_DOUBLE // (void)sscanf(val_str, "%Lg", numeric_val); *numeric_val=strtold(val_str, NULL); #else //(void)sscanf(val_str, "%lg", numeric_val); *numeric_val=strtod(val_str, NULL); #endif if ((errno != 0) || isinf(*numeric_val)) return FALSE; #endif free(val_str); return TRUE; } void fp_assign(fp_t * lhs, fp_t rhs) { #if HAVE_GMP mpf_set(*lhs, rhs); #else *lhs = rhs; #endif } static void fp_mult(fp_t * result, fp_t left_operand, fp_t right_operand) { #if HAVE_GMP mpf_mul(*result, left_operand, right_operand); #else *result = left_operand * right_operand; #endif } static void fp_add(fp_t * result, fp_t left_operand, fp_t right_operand) { #if HAVE_GMP // fp_print(left_operand); printf(" "); // fp_print(right_operand); printf(" "); mpf_add(*result, left_operand, right_operand); // fp_print(*result); printf("\n"); #else *result = left_operand + right_operand; #endif } static void fp_sub(fp_t * result, fp_t left_operand, fp_t right_operand) { #if HAVE_GMP // fp_print(left_operand); printf(" "); // fp_print(right_operand); printf(" "); mpf_sub(*result, left_operand, right_operand); // fp_print(*result); printf("\n"); #else *result = left_operand - right_operand; #endif } static int fp_cmp(fp_t left_operand, fp_t right_operand) { #if HAVE_GMP int cmp_status; cmp_status = mpf_cmp(left_operand, right_operand); return cmp_status; #else if ((left_operand != left_operand) || (right_operand != right_operand)) // check for Nan return -2; else if (left_operand < right_operand) return -1; else if (left_operand == right_operand) return 0; else return 1; #endif } int fp_almost_eq(fp_t left_operand, fp_t right_operand, fp_t fuzz_percent) { // fp_print(left_operand); printf(" "); // fp_print(right_operand); printf("\n"); // Take a percentage of the larger value as the fuzz factor if (fp_cmp(left_operand, right_operand) < 0) fp_mult(&fuzz_val, right_operand, fuzz_percent); else fp_mult(&fuzz_val, left_operand, fuzz_percent); fp_sub(&lower_bound, left_operand, fuzz_val); fp_add(&upper_bound, left_operand, fuzz_val); // fp_print(fuzz_percent); printf(" "); // fp_print(left_operand); printf(" "); // fp_print(right_operand); printf("\n"); if ((fp_cmp(lower_bound, right_operand) <= 0) && (fp_cmp(right_operand, upper_bound) <= 0)) return 1; return 0; } int fp_eq(fp_t left_operand, fp_t right_operand) { int cmp_res = fp_cmp(left_operand, right_operand) == 0; return cmp_res; } void set_fuzz_val(fp_t *fuzz_val, const char *fuzz_str) { double fuzz_opt; char *end_ptr; errno=0; fuzz_opt=strtod(fuzz_str, &end_ptr); if ((fuzz_opt >= 1.0) || (errno != 0) || ((end_ptr == fuzz_str) && (fuzz_opt == 0.0))) { print_warning("-fuzz %s is a nonsensical option\n", fuzz_str); fuzz_str="0.0001"; } string_to_fp(fuzz_val, fuzz_str, strlen(fuzz_str), ""); } void init_fuzz_percent(const char *fuzz_str) { #if HAVE_GMP mpf_set_default_prec(strlen(fuzz_str)*2); #endif opt_fuzz_str=fuzz_str; fp_init(&fuzz_val); fp_init(&lower_bound); fp_init(&upper_bound); fp_init(&default_fuzz_val); set_fuzz_val(&default_fuzz_val, fuzz_str); #if 000 test_fp(); #endif } #if 000 void sub_test_fp(char *num_str) { fp_t temp; DIGIT_CHAR work_str[MAX_NUM_DIGITS]; DIGIT_CHAR r_str[MAX_NUM_DIGITS]; fp_init(&temp); strcpy(work_str, num_str); string_to_fp(&temp, work_str, strlen(work_str), ""); fp_to_string(r_str, temp, 20); printf("%s %s\n", work_str, r_str); return; } int test_fp(void) { sub_test_fp("1.23456789"); sub_test_fp("1.2345678901234567890"); sub_test_fp("1.23456789999999999999999"); sub_test_fp("0.23456789"); sub_test_fp("1.23456789e-3"); sub_test_fp("1.23456789e+4"); sub_test_fp("1.23456789e-999"); sub_test_fp("1.23456789e+999"); sub_test_fp("0.00000000000123456789"); sub_test_fp("1.2"); sub_test_fp("0.0"); sub_test_fp("1.2345678901234567890e-99"); } #endif numbers-0.2.2/src/fltval.h0000644000175100000000000000130711360722625014565 0ustar plagchkroot /* fltval.h, 12 Apr 10 */ extern const char *opt_fuzz_str; extern fp_t default_fuzz_val; extern void fp_init(fp_t * numeric_val); extern void fp_print(fp_t numeric_val); extern void fp_to_string(DIGIT_CHAR *val_str, fp_t numeric_val, int signif_digits); extern BOOL string_to_fp(fp_t * numeric_val, const DIGIT_CHAR *mantissa, int mant_len, const DIGIT_CHAR *exponent); extern void set_fuzz_val(fp_t *fuzz_val, const char *fuzz_str); extern int fp_almost_eq(fp_t operand_1, fp_t operand_2, fp_t fuzz_percent); extern int fp_eq(fp_t left_operand, fp_t right_operand); extern void fp_assign(fp_t * lhs, fp_t rhs); extern void init_fuzz_percent(const char *duzz_str); numbers-0.2.2/src/numbers.c0000644000175100000000000000044711356665175014762 0ustar plagchkroot /* numbers.c, 6 Apr 10 */ #include #include "global.h" #include "printnum.h" #include "options.h" #include "usage.h" #include "chkfile.h" int main(int argc, char *argv[]) { init(argc, argv); process_arg_files(); print_summary(); print_usage(); return 0; } numbers-0.2.2/src/words.c0000644000000000000000000000322111361211527013752 0ustar rootroot /* words.c, 13 Apr 10 */ #include #include #include #include "global.h" #include "errors.h" #include "isprop.h" #include "utils.h" #include "matchnum.h" #include "chkfile.h" #include "words.h" typedef DIGIT_CHAR word_t[MAX_WORD_LEN]; BOOL do_anal_words = FALSE; int word_buf_ptr = 0; word_t *word_buf; static int cur_word_len; static word_t cur_word; void process_word(void) { // Copy a sequence of word-like characters into a buffer. // Allow words to contains digits, ie, be identifier-like. if (do_print_word) { cur_word_len=1; cur_word[0]=cur_char; get_next_char(); while (is_ident_ch(cur_char)) { if (cur_word_len < MAX_WORD_LEN) { cur_word[cur_word_len]=cur_char; cur_word_len++; } get_next_char(); } if (cur_word_len < MAX_WORD_LEN) cur_word[cur_word_len]=NULL_CHAR; else cur_word[cur_word_len-1]=NULL_CHAR; strcpy(word_buf[word_buf_ptr], cur_word); word_buf_ptr=(word_buf_ptr+1) % max_words; } else // Skip over word characters { get_next_char(); while (is_ident_ch(cur_char)) get_next_char(); } } void reset_word_buffer(void) { int wb; for (wb=0; wb < max_words; wb++) word_buf[0][wb]=NULL_CHAR; } void print_word_buf(void) { int start_ptr = (word_buf_ptr+1) % max_words; while (start_ptr != word_buf_ptr) { if (word_buf[0][start_ptr] != NULL_CHAR) printf("w %s\n", word_buf[start_ptr]); start_ptr=(start_ptr+1) % max_words; } printf("%s\n", word_buf[word_buf_ptr]); } void init_words(int num_to_track) { word_buf=get_heap(sizeof(word_t)*max_words); } numbers-0.2.2/src/words.h0000644000000000000000000000034411341502333013756 0ustar rootroot /* words.h, 24 Feb 10 */ extern BOOL do_anal_words; extern void init_words(int num_to_track); extern void reset_word_buffer(void); extern void process_word(void); extern void print_word_buf(void); numbers-0.2.2/TODO0000644000175100000000000000172011361110231013005 0ustar plagchkroot 13 Apr 2010 1. Process the contents of archives 2. Switch off the reading of a ndb file via a command line option 3. Specify an alternative default ndb file 4. Literals not to match, 4a Some comment contents e.g., IEEE 802.3 standard Treat literal in August 1996. as a year, i.e., ignore it 4b. Fortran specific input FOMAT (11X,2(F10.4,5X,'''',L1,'''',2X)) IF (X.LT.2) FORMAT (11X,2(F10.4,5X,'''',L1,'''',2X)) 4c. C headers math-68881.h 5. Make more use of -/+ sign 6. Handle multiple instances of the same value 7. Improve handling of 'data' files, e.g., postscript In: 7CDA3F577075245561191667923D37830EEC37A0161B6A3EC8FDD63CDB8C8D4A 577075245561191667923D37830 should not be treated as being a floating-point literal. 7a. Numbers in filenames 8. xxx 9. Handle literals partially matching a !need set as unmatched at end-of-file 10. Support locality of reference for !need literals numbers-0.2.2/hash/0000755000175100000000000000000011361636707013265 5ustar plagchkrootnumbers-0.2.2/hash/Makefile0000644000000000000000000000173711356670166014272 0ustar rootroot# # DJ 11 Mar 2010 # Edited to compiler hashtable.c and hashtable_itr.c only CC=gcc #CC=/usr1/expsrc/gcc-3.4.4/gcc/xgcc -B/usr1/expsrc/gcc-3.4.4/gcc/ -fbounds-checking -DVALGRIND CFLAGS=-I/usr/local/include -Wall -DFULL_POSIX -g LFLAGS= LIBS=-lm -L/usr/local/lib -lgmp -lgmp all: hashtable.o hashtable_itr.o #tester: hashtable.o tester.o hashtable_itr.o # $(CC) $(CFLAGS) -O -lm -o tester hashtable.o hashtable_itr.o tester.o # #all: tester old_tester # #tester.o: tester.c # $(CC) $(CFLAGS) -O -c tester.c -o tester.o # #old_tester: hashtable_powers.o tester.o hashtable_itr.o # $(CC) $(CFLAGS) -O -o old_tester hashtable_powers.o hashtable_itr.o tester.o # #hashtable_powers.o: hashtable_powers.c # $(CC) $(CFLAGS) -O -c hashtable_powers.c -o hashtable_powers.o hashtable.o: hashtable.c $(CC) $(CFLAGS) -O -c hashtable.c -o hashtable.o hashtable_itr.o: hashtable_itr.c $(CC) $(CFLAGS) -O -c hashtable_itr.c -o hashtable_itr.o tidy: rm *.o clean: tidy # rm -f tester old_tester numbers-0.2.2/hash/tester.c0000644000175100000000000002060111333414527014727 0ustar plagchkroot/* Copyright (C) 2002, 2004 Christopher Clark */ #include "hashtable.h" #include "hashtable_itr.h" #include #include #include /* for memcmp */ static const int ITEM_COUNT = 4000; typedef unsigned int uint32_t; typedef unsigned short uint16_t; /*****************************************************************************/ struct key { uint32_t one_ip; uint32_t two_ip; uint16_t one_port; uint16_t two_port; }; struct value { char *id; }; DEFINE_HASHTABLE_INSERT(insert_some, struct key, struct value); DEFINE_HASHTABLE_SEARCH(search_some, struct key, struct value); DEFINE_HASHTABLE_REMOVE(remove_some, struct key, struct value); DEFINE_HASHTABLE_ITERATOR_SEARCH(search_itr_some, struct key); /*****************************************************************************/ static unsigned int hashfromkey(void *ky) { struct key *k = (struct key *)ky; return (((k->one_ip << 17) | (k->one_ip >> 15)) ^ k->two_ip) + (k->one_port * 17) + (k->two_port * 13 * 29); } static int equalkeys(void *k1, void *k2) { return (0 == memcmp(k1,k2,sizeof(struct key))); } /*****************************************************************************/ int main(int argc, char **argv) { struct key *k, *kk; struct value *v, *found; struct hashtable *h; struct hashtable_itr *itr; int i; h = create_hashtable(16, hashfromkey, equalkeys); if (NULL == h) exit(-1); /*oom*/ /*****************************************************************************/ /* Insertion */ for (i = 0; i < ITEM_COUNT; i++) { k = (struct key *)malloc(sizeof(struct key)); if (NULL == k) { printf("ran out of memory allocating a key\n"); return 1; } k->one_ip = 0xcfccee40 + i; k->two_ip = 0xcf0cee67 - (5 * i); k->one_port = 22 + (7 * i); k->two_port = 5522 - (3 * i); v = (struct value *)malloc(sizeof(struct value)); v->id = "a value"; if (!insert_some(h,k,v)) exit(-1); /*oom*/ } printf("After insertion, hashtable contains %u items.\n", hashtable_count(h)); /*****************************************************************************/ /* Hashtable search */ k = (struct key *)malloc(sizeof(struct key)); if (NULL == k) { printf("ran out of memory allocating a key\n"); return 1; } for (i = 0; i < ITEM_COUNT; i++) { k->one_ip = 0xcfccee40 + i; k->two_ip = 0xcf0cee67 - (5 * i); k->one_port = 22 + (7 * i); k->two_port = 5522 - (3 * i); if (NULL == (found = search_some(h,k))) { printf("BUG: key not found\n"); } } /*****************************************************************************/ /* Hashtable iteration */ /* Iterator constructor only returns a valid iterator if * the hashtable is not empty */ itr = hashtable_iterator(h); i = 0; if (hashtable_count(h) > 0) { do { kk = hashtable_iterator_key(itr); v = hashtable_iterator_value(itr); /* here (kk,v) are a valid (key, value) pair */ /* We could call 'hashtable_remove(h,kk)' - and this operation * 'free's kk. However, the iterator is then broken. * This is why hashtable_iterator_remove exists - see below. */ i++; } while (hashtable_iterator_advance(itr)); } printf("Iterated through %u entries.\n", i); /*****************************************************************************/ /* Hashtable iterator search */ /* Try the search some method */ for (i = 0; i < ITEM_COUNT; i++) { k->one_ip = 0xcfccee40 + i; k->two_ip = 0xcf0cee67 - (5 * i); k->one_port = 22 + (7 * i); k->two_port = 5522 - (3 * i); if (0 == search_itr_some(itr,h,k)) { printf("BUG: key not found searching with iterator"); } } /*****************************************************************************/ /* Hashtable removal */ for (i = 0; i < ITEM_COUNT; i++) { k->one_ip = 0xcfccee40 + i; k->two_ip = 0xcf0cee67 - (5 * i); k->one_port = 22 + (7 * i); k->two_port = 5522 - (3 * i); if (NULL == (found = remove_some(h,k))) { printf("BUG: key not found for removal\n"); } } printf("After removal, hashtable contains %u items.\n", hashtable_count(h)); /*****************************************************************************/ /* Hashtable destroy and create */ hashtable_destroy(h, 1); h = NULL; free(k); h = create_hashtable(160, hashfromkey, equalkeys); if (NULL == h) { printf("out of memory allocating second hashtable\n"); return 1; } /*****************************************************************************/ /* Hashtable insertion */ for (i = 0; i < ITEM_COUNT; i++) { k = (struct key *)malloc(sizeof(struct key)); k->one_ip = 0xcfccee40 + i; k->two_ip = 0xcf0cee67 - (5 * i); k->one_port = 22 + (7 * i); k->two_port = 5522 - (3 * i); v = (struct value *)malloc(sizeof(struct value)); v->id = "a value"; if (!insert_some(h,k,v)) { printf("out of memory inserting into second hashtable\n"); return 1; } } printf("After insertion, hashtable contains %u items.\n", hashtable_count(h)); /*****************************************************************************/ /* Hashtable iterator search and iterator remove */ k = (struct key *)malloc(sizeof(struct key)); if (NULL == k) { printf("ran out of memory allocating a key\n"); return 1; } for (i = ITEM_COUNT - 1; i >= 0; i = i - 7) { k->one_ip = 0xcfccee40 + i; k->two_ip = 0xcf0cee67 - (5 * i); k->one_port = 22 + (7 * i); k->two_port = 5522 - (3 * i); if (0 == search_itr_some(itr, h, k)) { printf("BUG: key %u not found for search preremoval using iterator\n", i); return 1; } if (0 == hashtable_iterator_remove(itr)) { printf("BUG: key not found for removal using iterator\n"); return 1; } } free(itr); /*****************************************************************************/ /* Hashtable iterator remove and advance */ for (itr = hashtable_iterator(h); hashtable_iterator_remove(itr) != 0; ) { ; } free(itr); printf("After removal, hashtable contains %u items.\n", hashtable_count(h)); /*****************************************************************************/ /* Hashtable destroy */ hashtable_destroy(h, 1); free(k); return 0; } /* * Copyright (c) 2002, 2004, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/hash/hashtable.c0000644000175100000000000002150711333414430015353 0ustar plagchkroot/* Copyright (C) 2004 Christopher Clark */ #include "hashtable.h" #include "hashtable_private.h" #include #include #include #include /* Credit for primes table: Aaron Krowne http://br.endernet.org/~akrowne/ http://planetmath.org/encyclopedia/GoodHashTablePrimes.html */ static const unsigned int primes[] = { 53, 97, 193, 389, 769, 1543, 3079, 6151, 12289, 24593, 49157, 98317, 196613, 393241, 786433, 1572869, 3145739, 6291469, 12582917, 25165843, 50331653, 100663319, 201326611, 402653189, 805306457, 1610612741 }; const unsigned int prime_table_length = sizeof(primes)/sizeof(primes[0]); const float max_load_factor = 0.65; /*****************************************************************************/ struct hashtable * create_hashtable(unsigned int minsize, unsigned int (*hashf) (void*), int (*eqf) (void*,void*)) { struct hashtable *h; unsigned int pindex, size = primes[0]; /* Check requested hashtable isn't too large */ if (minsize > (1u << 30)) return NULL; /* Enforce size as prime */ for (pindex=0; pindex < prime_table_length; pindex++) { if (primes[pindex] > minsize) { size = primes[pindex]; break; } } h = (struct hashtable *)malloc(sizeof(struct hashtable)); if (NULL == h) return NULL; /*oom*/ h->table = (struct entry **)malloc(sizeof(struct entry*) * size); if (NULL == h->table) { free(h); return NULL; } /*oom*/ memset(h->table, 0, size * sizeof(struct entry *)); h->tablelength = size; h->primeindex = pindex; h->entrycount = 0; h->hashfn = hashf; h->eqfn = eqf; h->loadlimit = (unsigned int) ceil(size * max_load_factor); return h; } /*****************************************************************************/ unsigned int hash(struct hashtable *h, void *k) { /* Aim to protect against poor hash functions by adding logic here * - logic taken from java 1.4 hashtable source */ unsigned int i = h->hashfn(k); i += ~(i << 9); i ^= ((i >> 14) | (i << 18)); /* >>> */ i += (i << 4); i ^= ((i >> 10) | (i << 22)); /* >>> */ return i; } /*****************************************************************************/ static int hashtable_expand(struct hashtable *h) { /* Double the size of the table to accomodate more entries */ struct entry **newtable; struct entry *e; struct entry **pE; unsigned int newsize, i, index; /* Check we're not hitting max capacity */ if (h->primeindex == (prime_table_length - 1)) return 0; newsize = primes[++(h->primeindex)]; newtable = (struct entry **)malloc(sizeof(struct entry*) * newsize); if (NULL != newtable) { memset(newtable, 0, newsize * sizeof(struct entry *)); /* This algorithm is not 'stable'. ie. it reverses the list * when it transfers entries between the tables */ for (i = 0; i < h->tablelength; i++) { while (NULL != (e = h->table[i])) { h->table[i] = e->next; index = indexFor(newsize,e->h); e->next = newtable[index]; newtable[index] = e; } } free(h->table); h->table = newtable; } /* Plan B: realloc instead */ else { newtable = (struct entry **) realloc(h->table, newsize * sizeof(struct entry *)); if (NULL == newtable) { (h->primeindex)--; return 0; } h->table = newtable; memset(newtable[h->tablelength], 0, newsize - h->tablelength); for (i = 0; i < h->tablelength; i++) { for (pE = &(newtable[i]), e = *pE; e != NULL; e = *pE) { index = indexFor(newsize,e->h); if (index == i) { pE = &(e->next); } else { *pE = e->next; e->next = newtable[index]; newtable[index] = e; } } } } h->tablelength = newsize; h->loadlimit = (unsigned int) ceil(newsize * max_load_factor); return -1; } /*****************************************************************************/ unsigned int hashtable_count(struct hashtable *h) { return h->entrycount; } /*****************************************************************************/ int hashtable_insert(struct hashtable *h, void *k, void *v) { /* This method allows duplicate keys - but they shouldn't be used */ unsigned int index; struct entry *e; if (++(h->entrycount) > h->loadlimit) { /* Ignore the return value. If expand fails, we should * still try cramming just this value into the existing table * -- we may not have memory for a larger table, but one more * element may be ok. Next time we insert, we'll try expanding again.*/ hashtable_expand(h); } e = (struct entry *)malloc(sizeof(struct entry)); if (NULL == e) { --(h->entrycount); return 0; } /*oom*/ e->h = hash(h,k); index = indexFor(h->tablelength,e->h); e->k = k; e->v = v; e->next = h->table[index]; h->table[index] = e; return -1; } /*****************************************************************************/ void * /* returns value associated with key */ hashtable_search(struct hashtable *h, void *k) { struct entry *e; unsigned int hashvalue, index; hashvalue = hash(h,k); index = indexFor(h->tablelength,hashvalue); e = h->table[index]; while (NULL != e) { /* Check hash value to short circuit heavier comparison */ if ((hashvalue == e->h) && (h->eqfn(k, e->k))) return e->v; e = e->next; } return NULL; } /*****************************************************************************/ void * /* returns value associated with key */ hashtable_remove(struct hashtable *h, void *k) { /* TODO: consider compacting the table when the load factor drops enough, * or provide a 'compact' method. */ struct entry *e; struct entry **pE; void *v; unsigned int hashvalue, index; hashvalue = hash(h,k); index = indexFor(h->tablelength,hash(h,k)); pE = &(h->table[index]); e = *pE; while (NULL != e) { /* Check hash value to short circuit heavier comparison */ if ((hashvalue == e->h) && (h->eqfn(k, e->k))) { *pE = e->next; h->entrycount--; v = e->v; freekey(e->k); free(e); return v; } pE = &(e->next); e = e->next; } return NULL; } /*****************************************************************************/ /* destroy */ void hashtable_destroy(struct hashtable *h, int free_values) { unsigned int i; struct entry *e, *f; struct entry **table = h->table; if (free_values) { for (i = 0; i < h->tablelength; i++) { e = table[i]; while (NULL != e) { f = e; e = e->next; freekey(f->k); free(f->v); free(f); } } } else { for (i = 0; i < h->tablelength; i++) { e = table[i]; while (NULL != e) { f = e; e = e->next; freekey(f->k); free(f); } } } free(h->table); free(h); } /* * Copyright (c) 2002, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/hash/hashtable.h0000644000175100000000000001635111333414432015363 0ustar plagchkroot/* Copyright (C) 2002 Christopher Clark */ #ifndef __HASHTABLE_CWC22_H__ #define __HASHTABLE_CWC22_H__ struct hashtable; /* Example of use: * * struct hashtable *h; * struct some_key *k; * struct some_value *v; * * static unsigned int hash_from_key_fn( void *k ); * static int keys_equal_fn ( void *key1, void *key2 ); * * h = create_hashtable(16, hash_from_key_fn, keys_equal_fn); * k = (struct some_key *) malloc(sizeof(struct some_key)); * v = (struct some_value *) malloc(sizeof(struct some_value)); * * (initialise k and v to suitable values) * * if (! hashtable_insert(h,k,v) ) * { exit(-1); } * * if (NULL == (found = hashtable_search(h,k) )) * { printf("not found!"); } * * if (NULL == (found = hashtable_remove(h,k) )) * { printf("Not found\n"); } * */ /* Macros may be used to define type-safe(r) hashtable access functions, with * methods specialized to take known key and value types as parameters. * * Example: * * Insert this at the start of your file: * * DEFINE_HASHTABLE_INSERT(insert_some, struct some_key, struct some_value); * DEFINE_HASHTABLE_SEARCH(search_some, struct some_key, struct some_value); * DEFINE_HASHTABLE_REMOVE(remove_some, struct some_key, struct some_value); * * This defines the functions 'insert_some', 'search_some' and 'remove_some'. * These operate just like hashtable_insert etc., with the same parameters, * but their function signatures have 'struct some_key *' rather than * 'void *', and hence can generate compile time errors if your program is * supplying incorrect data as a key (and similarly for value). * * Note that the hash and key equality functions passed to create_hashtable * still take 'void *' parameters instead of 'some key *'. This shouldn't be * a difficult issue as they're only defined and passed once, and the other * functions will ensure that only valid keys are supplied to them. * * The cost for this checking is increased code size and runtime overhead * - if performance is important, it may be worth switching back to the * unsafe methods once your program has been debugged with the safe methods. * This just requires switching to some simple alternative defines - eg: * #define insert_some hashtable_insert * */ /***************************************************************************** * create_hashtable * @name create_hashtable * @param minsize minimum initial size of hashtable * @param hashfunction function for hashing keys * @param key_eq_fn function for determining key equality * @return newly created hashtable or NULL on failure */ struct hashtable * create_hashtable(unsigned int minsize, unsigned int (*hashfunction) (void*), int (*key_eq_fn) (void*,void*)); /***************************************************************************** * hashtable_insert * @name hashtable_insert * @param h the hashtable to insert into * @param k the key - hashtable claims ownership and will free on removal * @param v the value - does not claim ownership * @return non-zero for successful insertion * * This function will cause the table to expand if the insertion would take * the ratio of entries to table size over the maximum load factor. * * This function does not check for repeated insertions with a duplicate key. * The value returned when using a duplicate key is undefined -- when * the hashtable changes size, the order of retrieval of duplicate key * entries is reversed. * If in doubt, remove before insert. */ int hashtable_insert(struct hashtable *h, void *k, void *v); #define DEFINE_HASHTABLE_INSERT(fnname, keytype, valuetype) \ int fnname (struct hashtable *h, keytype *k, valuetype *v) \ { \ return hashtable_insert(h,k,v); \ } /***************************************************************************** * hashtable_search * @name hashtable_search * @param h the hashtable to search * @param k the key to search for - does not claim ownership * @return the value associated with the key, or NULL if none found */ void * hashtable_search(struct hashtable *h, void *k); #define DEFINE_HASHTABLE_SEARCH(fnname, keytype, valuetype) \ valuetype * fnname (struct hashtable *h, keytype *k) \ { \ return (valuetype *) (hashtable_search(h,k)); \ } /***************************************************************************** * hashtable_remove * @name hashtable_remove * @param h the hashtable to remove the item from * @param k the key to search for - does not claim ownership * @return the value associated with the key, or NULL if none found */ void * /* returns value */ hashtable_remove(struct hashtable *h, void *k); #define DEFINE_HASHTABLE_REMOVE(fnname, keytype, valuetype) \ valuetype * fnname (struct hashtable *h, keytype *k) \ { \ return (valuetype *) (hashtable_remove(h,k)); \ } /***************************************************************************** * hashtable_count * @name hashtable_count * @param h the hashtable * @return the number of items stored in the hashtable */ unsigned int hashtable_count(struct hashtable *h); /***************************************************************************** * hashtable_destroy * @name hashtable_destroy * @param h the hashtable * @param free_values whether to call 'free' on the remaining values */ void hashtable_destroy(struct hashtable *h, int free_values); #endif /* __HASHTABLE_CWC22_H__ */ /* * Copyright (c) 2002, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/hash/Makefile.in0000644000000000000000000000165411346056077014673 0ustar rootroot# # DJ 11 Mar 2010 # Edited to compiler hashtable.c and hashtable_itr.c only CC=@CC@ #CC=/usr1/expsrc/gcc-3.4.4/gcc/xgcc -B/usr1/expsrc/gcc-3.4.4/gcc/ -fbounds-checking -DVALGRIND CFLAGS=@CFLAGS@ LFLAGS=@LDFLAGS@ LIBS=@LIBS@ all: hashtable.o hashtable_itr.o #tester: hashtable.o tester.o hashtable_itr.o # $(CC) $(CFLAGS) -O -lm -o tester hashtable.o hashtable_itr.o tester.o # #all: tester old_tester # #tester.o: tester.c # $(CC) $(CFLAGS) -O -c tester.c -o tester.o # #old_tester: hashtable_powers.o tester.o hashtable_itr.o # $(CC) $(CFLAGS) -O -o old_tester hashtable_powers.o hashtable_itr.o tester.o # #hashtable_powers.o: hashtable_powers.c # $(CC) $(CFLAGS) -O -c hashtable_powers.c -o hashtable_powers.o hashtable.o: hashtable.c $(CC) $(CFLAGS) -O -c hashtable.c -o hashtable.o hashtable_itr.o: hashtable_itr.c $(CC) $(CFLAGS) -O -c hashtable_itr.c -o hashtable_itr.o tidy: rm *.o clean: tidy # rm -f tester old_tester numbers-0.2.2/hash/tester0000755000000000000000000121470111345474461014062 0ustar rootrootELF>0@@øÏ@8 @'$@@@@@00pp@p@@@44 èèbèbðX ((b(b°°ŒŒ@Œ@ ¬¬@¬@PåtdèóèóAèóA,,QåtdRåtdèèbèb/lib64/ld-linux-x86-64.so.2GNUSuSESuSE %+%$ "(#) &*  ! 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ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿhashtable_itr.hÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿhashtable_iterator_keyÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿhashtable_iterator_valueÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿIterated through %u entries. ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿITEM_COUNTÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿAfter insertion, hashtable contains %u items. ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿran out of memory allocating a key ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿBUG: key not found searching with iteratorÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿBUG: key not found for removal ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿAfter removal, hashtable contains %u items. ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿout of memory allocating second hashtable ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿout of memory inserting into second hashtable ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿBUG: key %u not found for search preremoval using iterator ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿBUG: key not found for removal using iterator __bounds_check_ptr_%s_int (p=%p, off=%d, sz=%u, file="%s", ln=%d) created an unaligned pointer in pointer arithmeticunchecked stack object used at address %pcreated an ILLEGAL pointer in pointer arithmeticILLEGAL pointer used in pointer arithmeticunchecked static object used at address %parray reference (%d) outside bounds of the array__bounds_check_array_reference (p=%p, off=%d, sz=%u, ar_sz=%u, file="%s", ln=%d) NULL or ILLEGAL pointer used in array referencearray reference outside bounds of the arraycreated an unaligned pointer in array referenceillegal pointer used in array referencepointer arithmetic would overrun the end of the object__bounds_check_component_reference (p=%p, off=%d, sz=%d, file="%s", ln=%d) NULL or ILLEGAL pointer used in component referenceillegal pointer used in component referencein pointer difference, pointers point to different objects__bounds_check_ptr_diff (p1=%p, p2=%p, sz=%u, file="%s", ln=%d) size of pointer (%d bytes) not a whole multiple of size of elements (%d bytes) in pointer differenceunaligned pointer used in pointer arithmeticsize of pointer (%d bytes) not a whole multiple of size of elements (%d bytes) in pointer referenceattempt to reference memory overrunning the end of an object__bounds_check_reference (p=%p, sz=%u, file="%s", ln=%d) attempt to reference a NULL or ILLEGAL pointerattempt to reference an illegal pointerunaligned pointer used in pointer reference__bounds_check_ptr_true (p=%p, file="%s", ln=%d) attempt to find truthvalue of an ILLEGAL pointer__bounds_check_ptr_false (p=%p, file="%s", ln=%d) in <, >, <= or >= of pointers, pointers point to different objects__bounds_check_ptr_le_ptr (p1=%p, p2=%p, file="%s", ln=%d) ILLEGAL pointer used in <, >, <= or >= of pointers__bounds_check_ptr_lt_ptr (p1=%p, p2=%p, file="%s", ln=%d) __bounds_check_ptr_ge_ptr (p1=%p, p2=%p, file="%s", ln=%d) __bounds_check_ptr_gt_ptr (p1=%p, p2=%p, file="%s", ln=%d) __bounds_check_ptr_ne_ptr (p1=%p, p2=%p, file="%s", ln=%d) ILLEGAL pointer used in == or != comparison of pointers__bounds_check_ptr_eq_ptr (p1=%p, p2=%p, file="%s", ln=%d) __bounds_check_ptr_postinc (p=%p, inc=%d, file="%s", ln=%d) %srement size (%d bytes) not a whole multiple of size of elements (%d bytes) in %sNULL or ILLEGAL pointer used in %screated an ILLEGAL pointer in %s__bounds_check_ptr_preinc (p=%p, inc=%d, file="%s", ln=%d) __bounds_check_ptr_postdec (p=%p, inc=%d, file="%s", ln=%d) __bounds_check_ptr_predec (p=%p, inc=%d, file="%s", ln=%d) size of pointer (%d bytes) not a whole multiple of size of elements (%d bytes) in %s__bounds_check_ptr_postinc_ref (p=%p, inc=%d, sz=%u, file="%s", ln=%d) __bounds_check_ptr_preinc_ref (p=%p, inc=%d, sz=%u, file="%s", ln=%d) __bounds_check_ptr_postdec_ref (p=%p, inc=%d, sz=%u, file="%s", ln=%d) __bounds_check_ptr_predec_ref (p=%p, inc=%d, sz=%u, file="%s", ln=%d) plusminusincdecpostincrement (p++)unaligned pointer used in %spreincrement (++p)postdecrement (p--)predecrement (--p)postincrement (*p++)preincrement (*++p)postdecrement (*p--)predecrement (*--p)%s:%d:Bounds error: %s. %s:%d: Pointer value: %p (unnamed)externalstatic%s:%d:Bounds error: %s:%d:Internal error: %s. %s:%d:In function %s, %s:%d:Bounds warning: %s:%d:Bounds warning: %s. %s:%d: Object `%s': %s:%d: Address in memory: %p .. %p %s:%d: Size: %u bytes %s:%d: Element size: %u bytes %s:%d: Number of elements: %d %s:%d: Storage class: %s %s:%d: Created at: %s, line %d %s:%d: Pointer value: %p, Size: %d %s:%d: Left pointer value: %p %s:%d: Right pointer value: %p functions.c- %s (, %s = ) at %s:%d No stack. %uout of memory allocating a block of function contextstoo many function context pops__bounds_add_function_object called when not in a function contextpopped out of a mismatched function context__bounds_remove_function_object called when not in a function context__bounds_remove_function_context (name="%s", nesting_nr=%d) __bounds_push_function(thread=%d, name="%s", main=%d, file="%s", ln=%d), nesting_nr=%d ANSI does not allow main () to be called recursivelyout of memory allocating a function contexts__bounds_pop_function (thread=%d, name="%s", nesting_nr=%d) __bounds_add_param_object(p=%p, sz=%u, align=%u, file="%s", ln=%d, name="%s" nesting_nr=%d) __bounds_add_param_object called when not in a function contextStack trace (params are reversed): GCC_BOUNDS_OPTS-no-messageenviron__ctype_b_loc__ctype_b__ctype_tolower_loc__ctype_tolower__ctype_toupper_loc__ctype_toupper-no-statistics-?-help-no-array-index-check-never-fatal-no-reuse-heap-no-check-mmap-reuse-age=-no-print-calls-no-print-oob-pointers-no-print-functions-print-heap-long-no-print-heap-no-warn-unchecked-statics-no-warn-unchecked-stack-no-warn-free-null-no-warn-misc-strings-no-warn-illegal-no-warn-unaligned-no-warn-overlap-no-warn-compare-objects-no-oob-pointers-warn-all-output-file=-output-file-append=bounds-checking: Badly formed variable 'GCC_BOUNDS_OPTS'. You may supply a list of the following arguments to a bounds-checked program by listing them in the environment variable 'GCC_BOUNDS_OPTS' before running the program. Separate the arguments by spaces. General: -no-message Don't print introductory message. -no-statistics Don't print statistics. -?, -help Print this table of usage. Control runtime behaviour: -array-index-check *Check the index of all array references. -no-array-index-check Only check the pointer is within the array. -never-fatal Don't abort after a bounds error. -check-mmap *Check mmap calls. -no-check-mmap Switch off the above. -reuse-heap *Re-use the heap. -reuse-age= Set the age limit before freeing (default: 0). -no-reuse-heap Never really free old heap blocks. -warn-unchecked-statics Warn if unchecked static objects are referenced. -no-warn-unchecked-statics *Switch off the above. -warn-unchecked-stack Warn if unchecked stack objects are referenced. -no-warn-unchecked-stack *Switch off the above. -warn-free-null *Warn if free (0) is used. -no-warn-free-null Switch off the above. -warn-misc-strings *Warn for miscellaneous strings usage. -no-warn-misc-strings Switch off the above. -warn-illegal Warn when ILLEGAL pointers are created. -no-warn-illegal *Switch off the above. -warn-unaligned Warn when pointers are used unaligned. -no-warn-unaligned *Switch off the above. -warn-overlap *Warn if memcpy arguments overlap. -no-warn-overlap Switch off the above. -warn-compare-objects Warn if comparing pointers to different objects. -no-warn-compare-objects *Switch off the above. -warn-all Turn on all warnings. -no-print-heap *Don't print heap data at exit. -print-heap Print all heap data at exit. -print-heap-long Print all heap data at exit (long version). -oob-pointers *Enable out of bound pointer checks. -no-oob-pointers Switch off the above. -output-file= Redirect all output to file . Use '%%p' in to insert process number. -output-file-append= Same as above but file is opened in append mode. Debugging: -print-calls Print calls to the bounds-checking library. -no-print-calls *Don't print calls. -print-oob-pointers Warn when oob pointers added to hashtable -no-print-oob-pointers *Switch off the above. -print-functions Print info at function start/end. -no-print-functions *Switch off the above. Note: `*' means this is the default behaviour. __bounds_initialize_library () Bounds Checking GCC v gcc-3.4.4-3.2 Copyright (C) 1995 Richard W.M. Jones Bounds Checking comes with ABSOLUTELY NO WARRANTY. For details see file `COPYING' that should have come with the source to this program. Bounds Checking is free software, and you are welcome to redistribute it under certain conditions. See the file `COPYING' for details. For more information, set GCC_BOUNDS_OPTS to `-help' Bounds library call frequency statistics: Calls to push, pop, param function: %u, %u, %u Calls to add, delete stack: %u, %u Calls to add, delete heap: %u, %u Calls to check pointer +/- integer: %u Calls to check array references: %u Calls to check pointer differences: %u Calls to check object references: %u Calls to check component references: %u Calls to check truth, falsity of pointers: %u, %u Calls to check <, >, <=, >= of pointers: %u Calls to check ==, != of pointers: %u Calls to check p++, ++p, p--, --p: %u, %u, %u, %u Calls to add, find, delete oob pointers: %u, %u, %u References to unchecked static, stack: %u, %u node is out of order within the treetree_check: %s tree root at %p object struct at %p object refers to %p..%p node has parent different from true parentnode has left_of_parent different from true directionnode has zero or negative sizeroot node has a parent (should be NULL)__bounds_add_heap_object (p=%p, sz=%u, align=%u, file="%s", ln=%d) out of memory allocating object structureattempted to add a zero-sized heap objectDELETED FROM OOB-TABLE VALUE %p, OBJECT %p, PTR %p '%s' __bounds_delete_heap_object (p=%p, size=%u, file="%s", ln=%d) static object redeclared with different size or alignment__bounds_note_constructed_object(p=%p, sz=%u, align=%u, file="%s", ln=%d, name="%s") attempted to add a zero-sized static objectzero-sized object `%s' generated in private_statics table__bounds_delete_stack_object passed pointer to non-stack object__bounds_delete_object passed pointer to NULL objectattempted to add a zero-sized stack object__bounds_internal_add_stack_object found pointer to non-stack object__bounds_add_stack_object(p=%p, sz=%u, align=%u, file="%s", ln=%d, name="%s" nesting_nr=%d) unknown or non-stack object passed to __bounds_delete_stack_object__bounds_delete_stack_object (p=%p, nesting_nr=%d) __bounds_add_object(p=%p, sz=%u, align=%u, file="%s", ln=%d, name="%s", no_padding=%d) __bounds_note_main_args (arg %d, "%s") %p-%p %4u %4u (%2u) %s %s %s %d Filename = %s, Line = %d, Function = %s, Count = %d Avg Size = %d, Total = %d DUPLICATE OOB-TABLE VALUE %p, OBJECT %p, NEW %p '%s' %s:%d ADDED TO OOB-TABLE VALUE %p, OBJECT %p, NEW %p '%s' %s:%d out of memory allocating oob structureFOUND OOB-POINTER VALUE %p, OBJECT %p, NEW %p '%s' %s:%d Total of %d out of bound objects VALUE %p, OBJECT %p, PTR %p '%s' %s:%d BASE %p objects.c(unnamed static)Memory map: Number of objects: %u Leaked memory??(null)0x0x%sNULLILLEGALmallocfreebounds.creallocmemaligncallocvallocinvalid pointer passed to `free'attempted to free a NULL pointerattempted to free an ILLEGAL pointerout of memory allocating memory aging listinvalid pointer passed to `realloc'second pointer argumentNULL or ILLEGAL %s used in %smemcmpfirst pointer argumentNULL source or destination for a zero-sized memcmp%s with this %s and size %u would wrap aroundin %s, %s is a string with size %u overrunning the end of the 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0ustar plagchkroot/* Copyright (C) 2002 Christopher Clark */ #include "hashtable.h" #include "hashtable_private.h" #include "hashtable_utility.h" #include #include #include /*****************************************************************************/ /* hashtable_change * * function to change the value associated with a key, where there already * exists a value bound to the key in the hashtable. * Source due to Holger Schemel. * * */ int hashtable_change(struct hashtable *h, void *k, void *v) { struct entry *e; unsigned int hashvalue, index; hashvalue = hash(h,k); index = indexFor(h->tablelength,hashvalue); e = h->table[index]; while (NULL != e) { /* Check hash value to short circuit heavier comparison */ if ((hashvalue == e->h) && (h->eqfn(k, e->k))) { free(e->v); e->v = v; return -1; } e = e->next; } return 0; } /* * Copyright (c) 2002, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/hash/hashtable_utility.h0000644000175100000000000000424511333414432017145 0ustar plagchkroot/* Copyright (C) 2002 Christopher Clark */ #ifndef __HASHTABLE_CWC22_UTILITY_H__ #define __HASHTABLE_CWC22_UTILITY_H__ /***************************************************************************** * hashtable_change * * function to change the value associated with a key, where there already * exists a value bound to the key in the hashtable. * Source due to Holger Schemel. * * @name hashtable_change * @param h the hashtable * @param key * @param value * */ int hashtable_change(struct hashtable *h, void *k, void *v); #endif /* __HASHTABLE_CWC22_H__ */ /* * Copyright (c) 2002, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/hash/hashtable_private.h0000644000175100000000000000562111333414432017113 0ustar plagchkroot/* Copyright (C) 2002, 2004 Christopher Clark */ #ifndef __HASHTABLE_PRIVATE_CWC22_H__ #define __HASHTABLE_PRIVATE_CWC22_H__ #include "hashtable.h" /*****************************************************************************/ struct entry { void *k, *v; unsigned int h; struct entry *next; }; struct hashtable { unsigned int tablelength; struct entry **table; unsigned int entrycount; unsigned int loadlimit; unsigned int primeindex; unsigned int (*hashfn) (void *k); int (*eqfn) (void *k1, void *k2); }; /*****************************************************************************/ unsigned int hash(struct hashtable *h, void *k); /*****************************************************************************/ /* indexFor */ static inline unsigned int indexFor(unsigned int tablelength, unsigned int hashvalue) { return (hashvalue % tablelength); }; /* Only works if tablelength == 2^N */ /*static inline unsigned int indexFor(unsigned int tablelength, unsigned int hashvalue) { return (hashvalue & (tablelength - 1u)); } */ /*****************************************************************************/ #define freekey(X) free(X) /*define freekey(X) ; */ /*****************************************************************************/ #endif /* __HASHTABLE_PRIVATE_CWC22_H__*/ /* * Copyright (c) 2002, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/hash/hashtable_itr.c0000644000175100000000000001323511333414430016230 0ustar plagchkroot/* Copyright (C) 2002, 2004 Christopher Clark */ #include "hashtable.h" #include "hashtable_private.h" #include "hashtable_itr.h" #include /* defines NULL */ /*****************************************************************************/ /* hashtable_iterator - iterator constructor */ struct hashtable_itr * hashtable_iterator(struct hashtable *h) { unsigned int i, tablelength; struct hashtable_itr *itr = (struct hashtable_itr *) malloc(sizeof(struct hashtable_itr)); if (NULL == itr) return NULL; itr->h = h; itr->e = NULL; itr->parent = NULL; tablelength = h->tablelength; itr->index = tablelength; if (0 == h->entrycount) return itr; for (i = 0; i < tablelength; i++) { if (NULL != h->table[i]) { itr->e = h->table[i]; itr->index = i; break; } } return itr; } /*****************************************************************************/ /* key - return the key of the (key,value) pair at the current position */ /* value - return the value of the (key,value) pair at the current position */ void * hashtable_iterator_key(struct hashtable_itr *i) { return i->e->k; } void * hashtable_iterator_value(struct hashtable_itr *i) { return i->e->v; } /*****************************************************************************/ /* advance - advance the iterator to the next element * returns zero if advanced to end of table */ int hashtable_iterator_advance(struct hashtable_itr *itr) { unsigned int j,tablelength; struct entry **table; struct entry *next; if (NULL == itr->e) return 0; /* stupidity check */ next = itr->e->next; if (NULL != next) { itr->parent = itr->e; itr->e = next; return -1; } tablelength = itr->h->tablelength; itr->parent = NULL; if (tablelength <= (j = ++(itr->index))) { itr->e = NULL; return 0; } table = itr->h->table; while (NULL == (next = table[j])) { if (++j >= tablelength) { itr->index = tablelength; itr->e = NULL; return 0; } } itr->index = j; itr->e = next; return -1; } /*****************************************************************************/ /* remove - remove the entry at the current iterator position * and advance the iterator, if there is a successive * element. * If you want the value, read it before you remove: * beware memory leaks if you don't. * Returns zero if end of iteration. */ int hashtable_iterator_remove(struct hashtable_itr *itr) { struct entry *remember_e, *remember_parent; int ret; /* Do the removal */ if (NULL == (itr->parent)) { /* element is head of a chain */ itr->h->table[itr->index] = itr->e->next; } else { /* element is mid-chain */ itr->parent->next = itr->e->next; } /* itr->e is now outside the hashtable */ remember_e = itr->e; itr->h->entrycount--; freekey(remember_e->k); /* Advance the iterator, correcting the parent */ remember_parent = itr->parent; ret = hashtable_iterator_advance(itr); if (itr->parent == remember_e) { itr->parent = remember_parent; } free(remember_e); return ret; } /*****************************************************************************/ int /* returns zero if not found */ hashtable_iterator_search(struct hashtable_itr *itr, struct hashtable *h, void *k) { struct entry *e, *parent; unsigned int hashvalue, index; hashvalue = hash(h,k); index = indexFor(h->tablelength,hashvalue); e = h->table[index]; parent = NULL; while (NULL != e) { /* Check hash value to short circuit heavier comparison */ if ((hashvalue == e->h) && (h->eqfn(k, e->k))) { itr->index = index; itr->e = e; itr->parent = parent; itr->h = h; return -1; } parent = e; e = e->next; } return 0; } /* * Copyright (c) 2002, 2004, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/hash/hashtable_itr.h0000644000175100000000000000777411333414432016252 0ustar plagchkroot/* Copyright (C) 2002, 2004 Christopher Clark */ #ifndef __HASHTABLE_ITR_CWC22__ #define __HASHTABLE_ITR_CWC22__ #include "hashtable.h" #include "hashtable_private.h" /* needed to enable inlining */ /*****************************************************************************/ /* This struct is only concrete here to allow the inlining of two of the * accessor functions. */ struct hashtable_itr { struct hashtable *h; struct entry *e; struct entry *parent; unsigned int index; }; /*****************************************************************************/ /* hashtable_iterator */ struct hashtable_itr * hashtable_iterator(struct hashtable *h); /*****************************************************************************/ /* hashtable_iterator_key * - return the value of the (key,value) pair at the current position */ extern inline void * hashtable_iterator_key(struct hashtable_itr *i) { return i->e->k; } /*****************************************************************************/ /* value - return the value of the (key,value) pair at the current position */ extern inline void * hashtable_iterator_value(struct hashtable_itr *i) { return i->e->v; } /*****************************************************************************/ /* advance - advance the iterator to the next element * returns zero if advanced to end of table */ int hashtable_iterator_advance(struct hashtable_itr *itr); /*****************************************************************************/ /* remove - remove current element and advance the iterator to the next element * NB: if you need the value to free it, read it before * removing. ie: beware memory leaks! * returns zero if advanced to end of table */ int hashtable_iterator_remove(struct hashtable_itr *itr); /*****************************************************************************/ /* search - overwrite the supplied iterator, to point to the entry * matching the supplied key. h points to the hashtable to be searched. * returns zero if not found. */ int hashtable_iterator_search(struct hashtable_itr *itr, struct hashtable *h, void *k); #define DEFINE_HASHTABLE_ITERATOR_SEARCH(fnname, keytype) \ int fnname (struct hashtable_itr *i, struct hashtable *h, keytype *k) \ { \ return (hashtable_iterator_search(i,h,k)); \ } #endif /* __HASHTABLE_ITR_CWC22__*/ /* * Copyright (c) 2002, 2004, Christopher Clark * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * * Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * * Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * * Neither the name of the original author; nor the names of any contributors * may be used to endorse or promote products derived from this software * without specific prior written permission. * * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT * LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR * A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER * OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, * EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, * PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR * PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF * LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING * NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS * SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ numbers-0.2.2/todo/0000755000000000000000000000000011360214341012624 5ustar rootrootnumbers-0.2.2/todo/t0000644000000000000000000012550211354206612013024 0ustar rootroot !msgpostfix HDTV (ITU-R BT.709), sRGB primary colors\n !need all 0.64 0.33 0.30 0.60 0.15 0.06 !msgpostfix scRGB primary colors\n !need all 0.64 0.33 0.30 0.60 0.15 0.06 !msgpostfix ROMM RGB primary colors\n !need all 0.7347 0.2653 0.1596 0.8404 0.0366 0.0001 !msgpostfix Adobe RGB 98 primary colors\n !need all 0.64 0.33 0.21 0.71 0.15 0.06 !msgpostfix Apple RGB primary colors\n !need all 0.625 0.34 0.28 0.595 0.155 0.07 !msgpostfix NTSC (1953) (FCC 1953, ITU-R BT.470 System M) primary colors\n !need all 0.67 0.33 0.21 0.71 0.14 0.08 !msgpostfix NTSC (1987) (SMPTE RP 145 "SMPTE C") primary colors\n !need all 0.63 0.34 0.31 0.595 0.155 0.07 !msgpostfix PAL/SECAM (1970) (EBU 3213, ITU-R BT.470 System B, G) primary colors\n !need all 0.64 0.33 0.29 0.60 0.15 0.06 !msgpostfix Adobe Wide Gamut RGB primary colors\n !need all 0.735 0.265 0.115 0.826 0.157 0.018 !msgpostfix CIE (1931) E primary colors\n !need all 0.7347 0.2653 0.2738 0.7174 0.1666 0.0089 # See www.brucelindbloom.com/index.html?Eqn_ChromAdapt.html !msgpostfix Bradford Chromatic Adaptation\n !need all 0.8951000 0.2664000 -0.1614000 -0.7502000 1.7135000 0.0367000 0.0389000 -0.0685000 1.0296000 !msgpostfix Inverse Bradford Chromatic Adaptation\n !need all 0.9869929 -0.1470543 0.1599627 0.4323053 0.5183603 0.0492912 -0.0085287 0.0400428 0.9684867 !msgpostfix Von Kries Chromatic Adaptation\n !need all 0.4002400 0.7076000 -0.0808100 -0.2263000 1.1653200 0.0457000 0.0000000 0.0000000 0.9182200 !msgpostfix Inverse Von Kries Chromatic Adaptation\n !need all 1.8599364 -1.1293816 0.2198974 0.3611914 0.6388125 -0.0000064 0.0000000 0.0000000 1.0890636 !msgpostfix Recommendation BT.709 RGB to CIE XYZ\n !need all 0.412453 0.357580 0.180423 0.212671 0.715160 0.072169 0.019334 0.119193 0.950227 !msgpostfix CIE XYZ to Recommendation BT.709 RGB\n !need all 3.240479 -1.53715 -0.498535 -0.969256 1.875991 0.041556 0.055648 -0.204043 1.057311 2 1.0+0.0i -1.0+0.0i 3 1.0+0.0i -0.5+0.866025403784439i -0.5-0.866025403784438i 4 1.0 +0.0i 0.0 +1.0i -1.0 +0.0i -0.0 -1.0i 5 1.0+0.0i 0.309016994374947+0.951056516295154i -0.809016994374947+0.587785252292473i -0.809016994374948-0.587785252292473i 0.309016994374947-0.951056516295154i 6 1.0+0.0i 0.5+0.866025403784439i -0.5+0.866025403784439i -1.0+0.0i -0.5-0.866025403784438i 0.5-0.866025403784439i 7 1.0+0.0i 0.623489801858734+0.78183148246803i -0.222520933956314+0.974927912181824i -0.900968867902419+0.433883739117558i -0.900968867902419-0.433883739117558i -0.222520933956315-0.974927912181824i 0.623489801858733-0.78183148246803i 8 1.0+0.0i 0.707106781186548+0.707106781186547i 0.0+1.0i -0.707106781186547+0.707106781186548i -1.0+0.0i -0.707106781186548-0.707106781186547i -0.0-1.0i 0.707106781186547-0.707106781186548i 9 1.0+0.0i 0.766044443118978+0.642787609686539i 0.17364817766693+0.984807753012208i -0.5+0.866025403784439i -0.939692620785908+0.342020143325669i -0.939692620785908-0.342020143325669i -0.5-0.866025403784438i 0.17364817766693-0.984807753012208i 0.766044443118978-0.64278760968654i 10 1.0+0.0i 0.809016994374947+0.587785252292473i 0.309016994374947+0.951056516295154i -0.309016994374947+0.951056516295154i -0.809016994374947+0.587785252292473i -1.0+0.0i -0.809016994374948-0.587785252292473i -0.309016994374948-0.951056516295154i 0.309016994374947-0.951056516295154i 0.809016994374947-0.587785252292473i # From Numerical recipes in C, 1992 !msgpostfix Laguerre’s method for finding roots of polynomial !need all 0.5 0.25 0.75 0.13 0.38 0.62 0.88 1.0 !msgpostfix Bessel function J0 for real x, Numerical recipes in C:1992 !need all 8.0 57568490574.0 -13362590354.0 651619640.7 - 11214424.18 77392.33017 - 184.9052456 57568490411.0 1029532985.0 9494680.718 59272.64853 267.8532712 -0.785398164; -0.1098628627e-2 0.2734510407e-4 -0.2073370639e-5 0.2093887211e-6 -0.1562499995e-1 0.1430488765e-3 -0.6911147651e-5 0.7621095161e-6 -0.934935152e-7 0.636619772 !msgpostfix Bessel function Y0 for positive x, Numerical recipes in C:1992 !need all 8.0 - 2957821389.0 7062834065.0 - 512359803.6 10879881.29 - 86327.92757 228.4622733 40076544269.0 745249964.8 7189466.438 47447.26470 226.1030244 0.636619772 -0.785398164; -0.1098628627e-2 0.2734510407e-4 -0.2073370639e-5 0.2093887211e-6 -0.1562499995e-1 0.1430488765e-3 -0.6911147651e-5 0.7621095161e-6 -0.934945152e-7 0.636619772 !msgpostfix Bessel function J1 for real x, Numerical recipes in C:1992 !need all 8.0 72362614232.0 - 7895059235.0 242396853.1 - 2972611.439 15704.48260 - 30.16036606 144725228442.0 2300535178.0 18583304.74 99447.43394 376.9991397 -2.356194491 0.183105e-2 -0.3516396496e-4 0.2457520174e-5 -0.240337019e-6 0.04687499995 -0.2002690873e-3 0.8449199096e-5 -0.88228987e-6 0.105787412e-6 0.636619772 !msgpostfix Bessel function Y1 for positive x, Numerical recipes in C:1992 !need all 8.0 -0.4900604943e13 0.1275274390e13 -0.5153438139e11 0.7349264551e9 -0.4237922726e7 0.8511937935e4 0.2499580570e14 0.4244419664e12 0.3733650367e10 0.2245904002e8 0.1020426050e6 0.3549632885e3 0.636619772 2.356194491 0.183105e-2 -0.3516396496e-4 0.2457520174e-5 -0.240337019e-6 0.04687499995 -0.2002690873e-3 0.8449199096e-5 -0.88228987e-6 0.105787412e-6 0.636619772 !msgpostfix modified Bessel function I0 for real x, Numerical recipes in C:1992 !need all 3.75 3.5156229 3.0899424 1.2067492 0.2659732 0.360768e-1 0.45813e-2 0.39894228 0.1328592e-1 0.225319e-2 -0.157565e-2 0.916281e-2 -0.2057706e-1 0.2635537e-1 -0.1647633e-1 0.392377e-2 !msgpostfix modified Bessel function I0 for positive x, Numerical recipes in C:1992 !need all 2.0 4.0 -0.57721566 0.42278420 0.23069756 0.3488590e-1 0.262698e-2 0.10750e-3 0.74e-5 1.25331414 -0.7832358e-1 0.2189568e-1 -0.1062446e-1 0.587872e-2 -0.251540e-2 0.53208e-3 !msgpostfix modified Bessel function I1 for real x, Numerical recipes in C:1992 !need all 3.75 0.5 0.87890594 0.51498869 0.15084934 0.2658733e-1 0.301532e-2 0.32411e-3 0.2282967e-1 -0.2895312e-1 0.1787654e-1 -0.420059e-2 0.39894228 -0.3988024e-1 -0.362018e-2 0.163801e-2 -0.1031555e-1 !msgpostfix modified Bessel function K1 for positive x, Numerical recipes in C:1992 !need all 2.0 4.0 0.15443144 -0.67278579 -0.18156897 -0.1919402e-1 -0.110404e-2 -0.4686e-4 1.25331414 0.23498619 -0.3655620e-1 0.1504268e-1 -0.780353e-2 0.325614e-2 -0.68245e-3 /* tetrahedron b4 = pi/2 - a4/2 = 35.26439 v1 = ( cos(b4), 0, sin(b4)) v2 = (-cos(b4), 0, sin(b4)) v3 = ( 0, cos(b4), -sin(b4)) v4 = ( 0,-cos(b4), -sin(b4)) cube faces v1 = 0, 0, 1 v2 = 1, 0, 0 v3 = 0, 1, 0 v4 = 0,-1, 0 v5 = -1, 0, 0 v6 = 0, 0,-1 octahedron faces edges v1 = ( 1, 1, 1)/3**0.5 e1 = ( 1, 0,1)/2**0.5 v2 = (-1, 1, 1)/3**0.5 e2 = ( 0, 1,1)/2**0.5 v3 = (-1,-1, 1)/3**0.5 e3 = (-1, 0,1)/2**0.5 v4 = ( 1,-1, 1)/3**0.5 e4 = ( 0,-1,1)/2**0.5 v5 = (-1, 1,-1)/3**0.5 v6 = ( 1, 1,-1)/3**0.5 v7 ( 1,-1,-1)/3**0.5 v8 = (-1,-1,-1)/3**0.5 */ /* dodecahedron 5.0*(cos(angle12))**2 = 1.0 angle12 = 63.43494882292 cos(pi/5) = 0.80901699 sin(pi/5) = 0.58778525 sin(0.4 pi) = 0.95105652 cos(0.4 pi) = 0.30901699 sin(0.8 pi) = 0.58778525 cos(0.8 pi) =-0.80901699 icosahedron vertices or dodecahedron faces unit vectors: v1 = 0,0,1 v2 = 0.89442719, 0, 0.44721360 v3 = 0.27639320, 0.85065081, 0.44721360 v4 = -0.72360680, 0.52573111, 0.44721360 v5 = -0.72360680,-0.52573111, 0.44721360 v6 = 0.27639320,-0.85065081, 0.44721360 v7 = -0.27639320, 0.85065081,-0.44721360 v8 = 0.72360680, 0.52573111,-0.44721360 v9 = 0.72360680,-0.52573111,-0.44721360 va = -0.27639320,-0.85065081,-0.44721360 vb = -0.89442719,-0.0,-0.44721360 vc = 0,0,-1 icosahedron faces or dodecahedron vertices w5 = (v6-v1) x (v2-v1) = 0.47022820, 0.34164078, 0.76084521 w1 = (v2-v1) x (v3-v1) = 0.47022820,-0.34164078, 0.76084521 unit(w5) = 0.49112347, 0.35682208, 0.79465447 unit(w1) = 0.49112347,-0.35682208, 0.79465447 angle20 = acos(unit(w1) dot unit(w5)) = acos(.74535597) angle20 = (5/9)**0.5 .729727656227 radians 41.81031489578 degrees w2 = (v3-v1) x (v4-v1) = -0.18759247, -0.57735027, 0.79465447 w3 = (v4-v1) x (v5-v1) = -0.60706200, 0.0, 0.79465447 w4 = (v5-v1) x (v6-v1) = -0.18759247, 0.57735027, 0.79465447 accurate to 7 decimal places: w6 = 2 9 8 0.982 24695 0.0 -0.187 59247 7 8 3 2 0.794 65448 0.577 35027 0.187 59247 8 3 8 7 0.303 53100 0.934 17236 -0.187 59247 9 7 4 3 -0.303 53100 0.934 17236 0.187 59247 10 4 7 b -0.794 65448 0.577 35027 -0.187 59247 w11 b 5 4 -0.982 24695 0.0 0.187 59247 12 5 b a -0.794 65448 -0.577 35027 -0.187 59247 13 a 6 5 -0.303 53100 -0.934 17236 0.187 59247 14 6 a 9 0.303 53100 -0.934 17236 -0.187 59247 15 9 2 6 0.794 65448 -0.577 35027 0.187 59247 w16= -0.49112347, -0.35682208, -0.79465447 w17= 0.18759247, -0.57735027,-0.79465447 16 = 0.60706200, 0.0, -0.79465447 18 = 0.18759247, 0.57735027,-0.79465447 20 = -0.49112347, 0.35682208,-0.79465447 icosohedron edges b20 = a12/2 = 31.71747441146 cos(b20) = sin(b20) = e1 = (cos(b20),0,sin(b20)) .850650808,0,.5257311121 e2 = (cos(b20)cos(0.4pi),cos(b20)sin(0.4pi),sin(b20)) e3 = (-cos(b20)cos(0.2pi),cos(b20)sin(0.2pi),sin(b20)) e4 = (-cos(b20)cos(0.2pi),-cos(b20)sin(0.2pi),sin(b20) e5 = (cos(b20)cos(0.4pi),-cos(b20)sin(0.4pi),sin(b20) -unit(e3+e4) dot e1 unit(cos(b20)cos(0.2pi),0,sin(b20)) dot (cos(b20),0,sin(b20)) .79465447,0,-.607061998 37.3773682 dodecahedron edges b12 = a20/2 = e1 = (cos(b12),0,sin(b12)) e2 = (-0.5*cos(b12),0.866*cos(b12),sin(b12)) e3 = (-0.5*cos(b12),-0.866*cos(b12),sin(b12)) */ /* http://www.dnaco.net/~michael/domes/books/mathematics.html geodesic@dnaco.net Michael Rader http://www.povray.org/rtn/rtnv4n1.html#art28 (0,+-p,+-1), (+-1,0,+-p), (+-p,+-1,0) (0,+-i,+-p), (+-p,0,+-i), (+-i,+-p,0), (+-1,+-1,+-1) p= (sqrt(5)+1)/2 i= (sqrt(5)-1)/2 = 1/9 = p-1 HSM Coxeter 1948 Regular Polytopes p 52-53 Methuen London http://www.faqs.org/faqs/graphics/algorithms-faq/ 6.07 http://cm.bell-labs.com/netlib/polyhedra/index.html http://netlib.bell-labs.com/netlib/polyhedra/index.html http://www.netlib.org/polyhedra/index.html http://www.cc.iastate.edu/old_answers/packages/graphics/algos.faq.html http://www2.hku.nl/~lennart1/docs/algos.txt http://www.chesworth.com/pv/graphics/graphics_algorithms_faq.htm http://www.scidiv.bcc.ctc.edu/Math/voroni.html */ 12 inches 1 foot 3 feet 1 yard 5.5 yards 1 pole 40 poles 1 furlong 8 furlong 1 mile 9 square feet 1 square yard 30.25 square yards 1 square pole 160 square poles 1 rood 4 Roods 1 acre 640 acre 1 square mile 2 pints 1 quart 4 quarts 1 gallon 2 gallons 1 peck 4 pecks 1 buschel 8 buschels 1 quater One cubic inch of distilled water at 62 fahrenhiet, barometer 30 inces weights 252.458 Troy grains. sphericity constant pi^1/3(6^2/3) sphericity cube (pi/6)^1/3 sphericity octahedron (pi/(3*3^1/2))^1/3 sphericity tetrahedron (pi/(6*3^1/2))^1/3 24 grains 1 dwt 20 dwt 1 oz 12 oz 1 pound 7000 Troy grains 1 Avoirdupois pound 16 drs 1 oz 16 oz 1 pound 28 pound 1 qr 4 qr 1 cwt 20 cwt 1 ton Gunter's chain = 66 feet 6 feet 1 fathom 120 fathoms 1 cable length 4 inches 1 hand 3 inches 1 palm 9 inches 1 span Melting Point of the elements Text lists sorted by: Value | Atomic Number | Alphabetical Plots: 3D Live | Shaded | Ball | Crossed Line | Scatter | Sorted Scatter Log scale plots: 3D Live | Shaded | Ball | Crossed Line | Scatter | Sorted Scatter Good for this property: Scatter Hydrogen -259.14°C Cerium 798.°C Lawrencium 1627.°C Neon -248.59°C Arsenic 817.°C Lutetium 1663.°C Fluorine -219.6°C Ytterbium 819.°C Titanium 1668.°C Oxygen -218.3°C Europium 822.°C Thorium 1750.°C Nitrogen -210.1°C Mendelevium 827.°C Platinum 1768.3°C Argon -189.3°C Nobelium 827.°C Zirconium 1855.°C Krypton -157.36°C Calcium 842.°C Chromium 1907.°C Xenon -111.8°C Einsteinium 860.°C Vanadium 1910.°C Chlorine -101.5°C Californium 900.°C Rhodium 1964.°C Radon -71.°C Lanthanum 920.°C Boron 2075.°C Mercury -38.83°C Praseodymium 931.°C Technetium 2157.°C Bromine -7.3°C Germanium 938.3°C Hafnium 2233.°C Cesium 28.44°C Silver 961.78°C Ruthenium 2334.°C Gallium 29.76°C Neodymium 1021.°C Iridium 2466.°C Rubidium 39.31°C Actinium 1050.°C Niobium 2477.°C Phosphorus 44.2°C[note] Berkelium 1050.°C[note] Molybdenum 2623.°C Potassium 63.38°C Gold 1064.18°C Tantalum 3017.°C Sodium 97.72°C Samarium 1072.°C Osmium 3033.°C Iodine 113.7°C Copper 1084.62°C Rhenium 3186.°C Sulfur 115.21°C[note] Promethium 1.1×103°C Tungsten 3422.°C Indium 156.6°C Uranium 1135.°C Carbon 3550.°C[note] Lithium 180.54°C Americium 1176.°C Helium N/A[note] Selenium 221.°C[note] Manganese 1246.°C Francium N/A Tin 231.93°C Beryllium 1287.°C Rutherfordium N/A Polonium 254.°C Gadolinium 1313.°C Dubnium N/A Bismuth 271.3°C Curium 1345.°C Seaborgium N/A Astatine 302.°C Terbium 1356.°C Bohrium N/A Thallium 304.°C Dysprosium 1412.°C Hassium N/A Cadmium 321.07°C Silicon 1414.°C Meitnerium N/A Lead 327.46°C Nickel 1455.°C Darmstadtium N/A Zinc 419.53°C Holmium 1474.°C Roentgenium N/A Tellurium 449.51°C Cobalt 1495.°C Ununbium N/A Antimony 630.63°C Erbium 1497.°C Ununtrium N/A Plutonium 640.°C Yttrium 1526.°C Ununquadium N/A Neptunium 644.°C Fermium 1527.°C Ununpentium N/A Magnesium 650.°C Iron 1538.°C Ununhexium N/A Aluminum 660.32°C Scandium 1541.°C Ununseptium N/A Radium 700.°C Thulium 1545.°C Ununoctium N/A Barium 727.°C Palladium 1554.9°C Strontium 777.°C Protactinium 1572.°C Boiling Point of the elements Text lists sorted by: Value | Atomic Number | Alphabetical Plots: 3D Live | Shaded | Ball | Crossed Line | Scatter | Sorted Scatter Log scale plots: 3D Live | Shaded | Ball | Crossed Line | Scatter | Sorted Scatter Good for this property: Scatter Helium -268.93 °C Americium 2011 °C Protactinium 4000 °C Hydrogen -252.87 °C Manganese 2061 °C Carbon 4027 °C[note] Neon -246.08 °C Indium 2072 °C Ruthenium 4150 °C Nitrogen -195.79 °C Silver 2162 °C Technetium 4265 °C Fluorine -188.12 °C Gallium 2204 °C Zirconium 4409 °C Argon -185.8 °C Beryllium 2470 °C Iridium 4428 °C Oxygen -182.9 °C Aluminum 2519 °C Hafnium 4603 °C Krypton -153.22 °C Dysprosium 2567 °C Molybdenum 4639 °C Xenon -108 °C Tin 2602 °C Niobium 4744 °C Radon -61.7 °C Chromium 2671 °C Thorium 4820 °C Chlorine -34.04 °C Holmium 2700 °C Osmium 5012 °C Bromine 59 °C Germanium 2820 °C Tantalum 5458 °C Iodine 184.3 °C Scandium 2830 °C Tungsten 5555 °C Phosphorus 280.5 °C[note] Gold 2856 °C Rhenium 5596 °C Mercury 356.73 °C Iron 2861 °C Astatine N/A Sulfur 444.72 °C Erbium 2868 °C Francium N/A Arsenic 614 °C[note] Silicon 2.9×103 °C Berkelium N/A Cesium 671 °C Nickel 2913 °C Californium N/A Selenium 685 °C Cobalt 2927 °C Einsteinium N/A Rubidium 688 °C Copper 2927 °C Fermium N/A Potassium 759 °C Palladium 2963 °C Mendelevium N/A Cadmium 767 °C Promethium 3×103 °C Nobelium N/A Sodium 883 °C Neodymium 3.1×103 °C Lawrencium N/A Zinc 907 °C Curium 3110 °C Rutherfordium N/A Polonium 962 °C Actinium 3200 °C Dubnium N/A Tellurium 988 °C Terbium 3230 °C Seaborgium N/A Magnesium 1090 °C Plutonium 3230 °C Bohrium N/A Ytterbium 1196 °C Gadolinium 3250 °C Hassium N/A Lithium 1342 °C Titanium 3287 °C Meitnerium N/A Strontium 1382 °C Praseodymium 3290 °C Darmstadtium N/A Thallium 1473 °C Yttrium 3345 °C Roentgenium N/A Calcium 1484 °C Cerium 3360 °C Ununbium N/A Europium 1527 °C Lutetium 3402 °C Ununtrium N/A Bismuth 1564 °C Vanadium 3407 °C Ununquadium N/A Antimony 1587 °C Lanthanum 3464 °C Ununpentium N/A Radium 1737 °C Rhodium 3695 °C Ununhexium N/A Lead 1749 °C Platinum 3825 °C Ununseptium N/A Samarium 1803 °C Uranium 3927 °C Ununoctium N/A Barium 1870 °C Neptunium 4×103 °C Thulium 1950 °C Boron 4000 °C Atomic Weights and Isotopic Compositions for All Elements Column Descriptions Relative Isotopic Standard Isotope Atomic Mass Composition Atomic Weight Notes _________________________________________________________________________ 1 H 1 1.0078250321(4) 99.9885(70) 1.00794(7) g,m,r,c,w D 2 2.0141017780(4) 0.0115(70) T 3 3.0160492675(11) _________________________________________________________________________ 2 He 3 3.0160293097(9) 0.000137(3) 4.002602(2) g,r,a 4 4.0026032497(10) 99.999863(3) _________________________________________________________________________ 3 Li 6 6.0151223(5) 7.59(4) 6.941(2) g,m,r,b,d 7 7.0160040(5) 92.41(4) _________________________________________________________________________ 4 Be 9 9.0121821(4) 100 9.012182(3) _________________________________________________________________________ 5 B 10 10.0129370(4) 19.9(7) 10.811(7) g,m,r 11 11.0093055(5) 80.1(7) _________________________________________________________________________ 6 C 12 12.0000000(0) 98.93(8) 12.0107(8) g,r 13 13.0033548378(10) 1.07(8) 14 14.003241988(4) _________________________________________________________________________ 7 N 14 14.0030740052(9) 99.632(7) 14.0067(2) g,r,e 15 15.0001088984(9) 0.368(7) _________________________________________________________________________ 8 O 16 15.9949146221(15) 99.757(16) 15.9994(3) g,r 17 16.99913150(22) 0.038(1) 18 17.9991604(9) 0.205(14) _________________________________________________________________________ 9 F 19 18.99840320(7) 100 18.9984032(5) _________________________________________________________________________ 10 Ne 20 19.9924401759(20) 90.48(3) 20.1797(6) g,m,r,a 21 20.99384674(4) 0.27(1) 22 21.99138551(23) 9.25(3) _________________________________________________________________________ 11 Na 23 22.98976967(23) 100 22.989770(2) _________________________________________________________________________ 12 Mg 24 23.98504190(20) 78.99(4) 24.3050(6) 25 24.98583702(20) 10.00(1) 26 25.98259304(21) 11.01(3) _________________________________________________________________________ 13 Al 27 26.98153844(14) 100 26.981538(2) _________________________________________________________________________ 14 Si 28 27.9769265327(20) 92.2297(7) 28.0855(3) r 29 28.97649472(3) 4.6832(5) 30 29.97377022(5) 3.0872(5) _________________________________________________________________________ 15 P 31 30.97376151(20) 100 30.973761(2) _________________________________________________________________________ 16 S 32 31.97207069(12) 94.93(31) 32.065(5) g,r 33 32.97145850(12) 0.76(2) 34 33.96786683(11) 4.29(28) 36 35.96708088(25) 0.02(1) _________________________________________________________________________ 17 Cl 35 34.96885271(4) 75.78(4) 35.453(2) m 37 36.96590260(5) 24.22(4) _________________________________________________________________________ 18 Ar 36 35.96754628(27) 0.3365(30) 39.948(1) g,r,a 38 37.9627322(5) 0.0632(5) 40 39.962383123(3) 99.6003(30) _________________________________________________________________________ 19 K 39 38.9637069(3) 93.2581(44) 39.0983(1) 40 39.96399867(29) 0.0117(1) 41 40.96182597(28) 6.7302(44) _________________________________________________________________________ 20 Ca 40 39.9625912(3) 96.941(156) 40.078(4) g,r,f 42 41.9586183(4) 0.647(23) 43 42.9587668(5) 0.135(10) 44 43.9554811(9) 2.086(110) 46 45.9536928(25) 0.004(3) 48 47.952534(4) 0.187(21) _________________________________________________________________________ 21 Sc 45 44.9559102(12) 100 44.955910(8) _________________________________________________________________________ 22 Ti 46 45.9526295(12) 8.25(3) 47.867(1) 47 46.9517638(10) 7.44(2) 48 47.9479471(10) 73.72(3) 49 48.9478708(10) 5.41(2) 50 49.9447921(11) 5.18(2) _________________________________________________________________________ 23 V 50 49.9471628(14) 0.250(4) 50.9415(1) 51 50.9439637(14) 99.750(4) _________________________________________________________________________ 24 Cr 50 49.9460496(14) 4.345(13) 51.9961(6) 52 51.9405119(15) 83.789(18) 53 52.9406538(15) 9.501(17) 54 53.9388849(15) 2.365(7) _________________________________________________________________________ 25 Mn 55 54.9380496(14) 100 54.938049(9) _________________________________________________________________________ 26 Fe 54 53.9396148(14) 5.845(35) 55.845(2) 56 55.9349421(15) 91.754(36) 57 56.9353987(15) 2.119(10) 58 57.9332805(15) 0.282(4) _________________________________________________________________________ 27 Co 59 58.9332002(15) 100 58.933200(9) _________________________________________________________________________ 28 Ni 58 57.9353479(15) 68.0769(89) 58.6934(2) 60 59.9307906(15) 26.2231(77) 61 60.9310604(15) 1.1399(6) 62 61.9283488(15) 3.6345(17) 64 63.9279696(16) 0.9256(9) _________________________________________________________________________ 29 Cu 63 62.9296011(15) 69.17(3) 63.546(3) r 65 64.9277937(19) 30.83(3) _________________________________________________________________________ 30 Zn 64 63.9291466(18) 48.63(60) 65.409(4) 66 65.9260368(16) 27.90(27) 67 66.9271309(17) 4.10(13) 68 67.9248476(17) 18.75(51) 70 69.925325(4) 0.62(3) _________________________________________________________________________ 31 Ga 69 68.925581(3) 60.108(9) 69.723(1) m 71 70.9247050(19) 39.892(9) _________________________________________________________________________ 32 Ge 70 69.9242504(19) 20.84(87) 72.64(1) h 72 71.9220762(16) 27.54(34) 73 72.9234594(16) 7.73(5) 74 73.9211782(16) 36.28(73) 76 75.9214027(16) 7.61(38) _________________________________________________________________________ 33 As 75 74.9215964(18) 100 74.92160(2) _________________________________________________________________________ 34 Se 74 73.9224766(16) 0.89(4) 78.96(3) r 76 75.9192141(16) 9.37(29) 77 76.9199146(16) 7.63(16) 78 77.9173095(16) 23.77(28) 80 79.9165218(20) 49.61(41) 82 81.9167000(22) 8.73(22) _________________________________________________________________________ 35 Br 79 78.9183376(20) 50.69(7) 79.904(1) 81 80.916291(3) 49.31(7) _________________________________________________________________________ 36 Kr 78 77.920386(7) 0.35(1) 83.798(2) g,m,a 80 79.916378(4) 2.28(6) 82 81.9134846(28) 11.58(14) 83 82.914136(3) 11.49(6) 84 83.911507(3) 57.00(4) 86 85.9106103(12) 17.30(22) _________________________________________________________________________ 37 Rb 85 84.9117893(25) 72.17(2) 85.4678(3) g 87 86.9091835(27) 27.83(2) _________________________________________________________________________ 38 Sr 84 83.913425(4) 0.56(1) 87.62(1) g,r,f 86 85.9092624(24) 9.86(1) 87 86.9088793(24) 7.00(1) 88 87.9056143(24) 82.58(1) _________________________________________________________________________ 39 Y 89 88.9058479(25) 100 88.90585(2) _________________________________________________________________________ 40 Zr 90 89.9047037(23) 51.45(40) 91.224(2) g 91 90.9056450(23) 11.22(5) 92 91.9050401(23) 17.15(8) 94 93.9063158(25) 17.38(28) 96 95.908276(3) 2.80(9) _________________________________________________________________________ 41 Nb 93 92.9063775(24) 100 92.90638(2) _________________________________________________________________________ 42 Mo 92 91.906810(4) 14.84(35) 95.94(2) g 94 93.9050876(20) 9.25(12) 95 94.9058415(20) 15.92(13) 96 95.9046789(20) 16.68(2) 97 96.9060210(20) 9.55(8) 98 97.9054078(20) 24.13(31) 100 99.907477(6) 9.63(23) _________________________________________________________________________ 43 Tc 97 96.906365(5) [98] 98 97.907216(4) 99 98.9062546(21) _________________________________________________________________________ 44 Ru 96 95.907598(8) 5.54(14) 101.07(2) g 98 97.905287(7) 1.87(3) 99 98.9059393(21) 12.76(14) 100 99.9042197(22) 12.60(7) 101 100.9055822(22) 17.06(2) 102 101.9043495(22) 31.55(14) 104 103.905430(4) 18.62(27) _________________________________________________________________________ 45 Rh 103 102.905504(3) 100 102.90550(2) _________________________________________________________________________ 46 Pd 102 101.905608(3) 1.02(1) 106.42(1) g,r 104 103.904035(5) 11.14(8) 105 104.905084(5) 22.33(8) 106 105.903483(5) 27.33(3) 108 107.903894(4) 26.46(9) 110 109.905152(12) 11.72(9) _________________________________________________________________________ 47 Ag 107 106.905093(6) 51.839(8) 107.8682(2) g 109 108.904756(3) 48.161(8) _________________________________________________________________________ 48 Cd 106 105.906458(6) 1.25(6) 112.411(8) g 108 107.904183(6) 0.89(3) 110 109.903006(3) 12.49(18) 111 110.904182(3) 12.80(12) 112 111.9027572(30) 24.13(21) 113 112.9044009(30) 12.22(12) 114 113.9033581(30) 28.73(42) 116 115.904755(3) 7.49(18) _________________________________________________________________________ 49 In 113 112.904061(4) 4.29(5) 114.818(3) 115 114.903878(5) 95.71(5) _________________________________________________________________________ 50 Sn 112 111.904821(5) 0.97(1) 118.710(7) g 114 113.902782(3) 0.66(1) 115 114.903346(3) 0.34(1) 116 115.901744(3) 14.54(9) 117 116.902954(3) 7.68(7) 118 117.901606(3) 24.22(9) 119 118.903309(3) 8.59(4) 120 119.9021966(27) 32.58(9) 122 121.9034401(29) 4.63(3) 124 123.9052746(15) 5.79(5) _________________________________________________________________________ 51 Sb 121 120.9038180(24) 57.21(5) 121.760(1) g 123 122.9042157(22) 42.79(5) _________________________________________________________________________ 52 Te 120 119.904020(11) 0.09(1) 127.60(3) g,h 122 121.9030471(20) 2.55(12) 123 122.9042730(19) 0.89(3) 124 123.9028195(16) 4.74(14) 125 124.9044247(20) 7.07(15) 126 125.9033055(20) 18.84(25) 128 127.9044614(19) 31.74(8) 130 129.9062228(21) 34.08(62) _________________________________________________________________________ 53 I 127 126.904468(4) 100 126.90447(3) _________________________________________________________________________ 54 Xe 124 123.9058958(21) 0.09(1) 131.293(6) g,m 126 125.904269(7) 0.09(1) 128 127.9035304(15) 1.92(3) 129 128.9047795(9) 26.44(24) 130 129.9035079(10) 4.08(2) 131 130.9050819(10) 21.18(3) 132 131.9041545(12) 26.89(6) 134 133.9053945(9) 10.44(10) 136 135.907220(8) 8.87(16) _________________________________________________________________________ 55 Cs 133 132.905447(3) 100 132.90545(2) _________________________________________________________________________ 56 Ba 130 129.906310(7) 0.106(1) 137.327(7) 132 131.905056(3) 0.101(1) 134 133.904503(3) 2.417(18) 135 134.905683(3) 6.592(12) 136 135.904570(3) 7.854(24) 137 136.905821(3) 11.232(24) 138 137.905241(3) 71.698(42) _________________________________________________________________________ 57 La 138 137.907107(4) 0.090(1) 138.9055(2) g 139 138.906348(3) 99.910(1) _________________________________________________________________________ 58 Ce 136 135.907140(50) 0.185(2) 140.116(1) g,f 138 137.905986(11) 0.251(2) 140 139.905434(3) 88.450(51) 142 141.909240(4) 11.114(51) _________________________________________________________________________ 59 Pr 141 140.907648(3) 100 140.90765(2) _________________________________________________________________________ 60 Nd 142 141.907719(3) 27.2(5) 144.24(3) g,f 143 142.909810(3) 12.2(2) 144 143.910083(3) 23.8(3) 145 144.912569(3) 8.3(1) 146 145.913112(3) 17.2(3) 148 147.916889(3) 5.7(1) 150 149.920887(4) 5.6(2) _________________________________________________________________________ 61 Pm 145 144.912744(4) [145] 147 146.915134(3) _________________________________________________________________________ 62 Sm 144 143.911995(4) 3.07(7) 150.36(3) g 147 146.914893(3) 14.99(18) 148 147.914818(3) 11.24(10) 149 148.917180(3) 13.82(7) 150 149.917271(3) 7.38(1) 152 151.919728(3) 26.75(16) 154 153.922205(3) 22.75(29) _________________________________________________________________________ 63 Eu 151 150.919846(3) 47.81(3) 151.964(1) g 153 152.921226(3) 52.19(3) _________________________________________________________________________ 64 Gd 152 151.919788(3) 0.20(1) 157.25(3) g 154 153.920862(3) 2.18(3) 155 154.922619(3) 14.80(12) 156 155.922120(3) 20.47(9) 157 156.923957(3) 15.65(2) 158 157.924101(3) 24.84(7) 160 159.927051(3) 21.86(19) _________________________________________________________________________ 65 Tb 159 158.925343(3) 100 158.92534(2) _________________________________________________________________________ 66 Dy 156 155.924278(7) 0.06(1) 162.500(1) g 158 157.924405(4) 0.10(1) 160 159.925194(3) 2.34(8) 161 160.926930(3) 18.91(24) 162 161.926795(3) 25.51(26) 163 162.928728(3) 24.90(16) 164 163.929171(3) 28.18(37) _________________________________________________________________________ 67 Ho 165 164.930319(3) 100 164.93032(2) _________________________________________________________________________ 68 Er 162 161.928775(4) 0.14(1) 167.259(3) g 164 163.929197(4) 1.61(3) 166 165.930290(3) 33.61(35) 167 166.932045(3) 22.93(17) 168 167.932368(3) 26.78(26) 170 169.935460(3) 14.93(27) _________________________________________________________________________ 69 Tm 169 168.934211(3) 100 168.93421(2) _________________________________________________________________________ 70 Yb 168 167.933894(5) 0.13(1) 173.04(3) g 170 169.934759(3) 3.04(15) 171 170.936322(3) 14.28(57) 172 171.9363777(30) 21.83(67) 173 172.9382068(30) 16.13(27) 174 173.9388581(30) 31.83(92) 176 175.942568(3) 12.76(41) _________________________________________________________________________ 71 Lu 175 174.9407679(28) 97.41(2) 174.967(1) g 176 175.9426824(28) 2.59(2) _________________________________________________________________________ 72 Hf 174 173.940040(3) 0.16(1) 178.49(2) f 176 175.9414018(29) 5.26(7) 177 176.9432200(27) 18.60(9) 178 177.9436977(27) 27.28(7) 179 178.9458151(27) 13.62(2) 180 179.9465488(27) 35.08(16) _________________________________________________________________________ 73 Ta 180 179.947466(3) 0.012(2) 180.9479(1) 181 180.947996(3) 99.988(2) _________________________________________________________________________ 74 W 180 179.946706(5) 0.12(1) 183.84(1) 182 181.948206(3) 26.50(16) 183 182.9502245(29) 14.31(4) 184 183.9509326(29) 30.64(2) 186 185.954362(3) 28.43(19) _________________________________________________________________________ 75 Re 185 184.9529557(30) 37.40(2) 186.207(1) 187 186.9557508(30) 62.60(2) _________________________________________________________________________ 76 Os 184 183.952491(3) 0.02(1) 190.23(3) g,r,f 186 185.953838(3) 1.59(3) 187 186.9557479(30) 1.96(2) 188 187.9558360(30) 13.24(8) 189 188.9581449(30) 16.15(5) 190 189.958445(3) 26.26(2) 192 191.961479(4) 40.78(19) _________________________________________________________________________ 77 Ir 191 190.960591(3) 37.3(2) 192.217(3) 193 192.962924(3) 62.7(2) _________________________________________________________________________ 78 Pt 190 189.959930(7) 0.014(1) 195.078(2) 192 191.961035(4) 0.782(7) 194 193.962664(3) 32.967(99) 195 194.964774(3) 33.832(10) 196 195.964935(3) 25.242(41) 198 197.967876(4) 7.163(55) _________________________________________________________________________ 79 Au 197 196.966552(3) 100 196.96655(2) _________________________________________________________________________ 80 Hg 196 195.965815(4) 0.15(1) 200.59(2) 198 197.966752(3) 9.97(20) 199 198.968262(3) 16.87(22) 200 199.968309(3) 23.10(19) 201 200.970285(3) 13.18(9) 202 201.970626(3) 29.86(26) 204 203.973476(3) 6.87(15) _________________________________________________________________________ 81 Tl 203 202.972329(3) 29.524(14) 204.3833(2) 205 204.974412(3) 70.476(14) _________________________________________________________________________ 82 Pb 204 203.973029(3) 1.4(1) 207.2(1) g,r,f 206 205.974449(3) 24.1(1) 207 206.975881(3) 22.1(1) 208 207.976636(3) 52.4(1) _________________________________________________________________________ 83 Bi 209 208.980383(3) 100 208.98038(2) _________________________________________________________________________ 84 Po 209 208.982416(3) [209] 210 209.982857(3) _________________________________________________________________________ 85 At 210 209.987131(9) [210] 211 210.987481(4) _________________________________________________________________________ 86 Rn 211 210.990585(8) [222] 220 220.0113841(29) 222 222.0175705(27) _________________________________________________________________________ 87 Fr 223 223.0197307(29) [223] _________________________________________________________________________ 88 Ra 223 223.018497(3) [226] 224 224.0202020(29) 226 226.0254026(27) 228 228.0310641(27) _________________________________________________________________________ 89 Ac 227 227.0277470(29) [227] _________________________________________________________________________ 90 Th 230 230.0331266(22) 232.0381(1) g 232 232.0380504(22) 100 _________________________________________________________________________ 91 Pa 231 231.0358789(28) 100 231.03588(2) _________________________________________________________________________ 92 U 233 233.039628(3) 238.02891(3) g,m,r,d,f 234 234.0409456(21) 0.0055(2) 235 235.0439231(21) 0.7200(51) 236 236.0455619(21) 238 238.0507826(21) 99.2745(106) _________________________________________________________________________ 93 Np 237 237.0481673(21) [237] 239 239.0529314(23) _________________________________________________________________________ 94 Pu 238 238.0495534(21) [244] 239 239.0521565(21) 240 240.0538075(21) 241 241.0568453(21) 242 242.0587368(21) 244 244.064198(5) _________________________________________________________________________ 95 Am 241 241.0568229(21) [243] 243 243.0613727(23) _________________________________________________________________________ 96 Cm 243 243.0613822(24) [247] 244 244.0627463(21) 245 245.0654856(29) 246 246.0672176(24) 247 247.070347(5) 248 248.072342(5) _________________________________________________________________________ 97 Bk 247 247.070299(6) [247] 249 249.074980(3) _________________________________________________________________________ 98 Cf 249 249.074847(3) [251] 250 250.0764000(24) 251 251.079580(5) 252 252.081620(5) _________________________________________________________________________ 99 Es 252 252.082970(50) [252] _________________________________________________________________________ 100 Fm 257 257.095099(7) [257] _________________________________________________________________________ 101 Md 256 256.094050(60) [258] 258 258.098425(5) _________________________________________________________________________ 102 No 259 259.10102(11)# [259] _________________________________________________________________________ 103 Lr 262 262.10969(32)# [262] _________________________________________________________________________ 104 Rf 261 261.10875(11)# [261] _________________________________________________________________________ 105 Db 262 262.11415(20)# [262] _________________________________________________________________________ 106 Sg 266 266.12193(31)# [266] _________________________________________________________________________ 107 Bh 264 264.12473(30)# [264] _________________________________________________________________________ 108 Hs 277 [277] _________________________________________________________________________ 109 Mt 268 268.13882(34)# [268] _________________________________________________________________________ 110 Uun 281 [281] _________________________________________________________________________ 111 Uuu 272 272.15348(36)# [272] _________________________________________________________________________ 112 Uub 285 [285] _________________________________________________________________________ _________________________________________________________________________ 114 Uuq 289 [289] _________________________________________________________________________ _________________________________________________________________________ 116 Uuh 292 [292] _________________________________________________________________________ numbers-0.2.2/todo/t.sh0000755000000000000000000000044311346043541013435 0ustar rootrootawk -f t.awk -vP=1 < ../plan awk -f t.awk -vP=2 < ../plan awk -f t.awk -vP=3 < ../plan awk -f t.awk -vP=4 < ../plan awk -f t.awk -vP=5 < ../plan awk -f t.awk -vP=6 < ../plan awk -f t.awk -vP=7 < ../plan awk -f t.awk -vP=8 < ../plan awk -f t.awk -vP=9 < ../plan awk -f t.awk -vP=10< ../plan numbers-0.2.2/todo/plan0000644000000000000000000000714111346043541013512 0ustar rootrootBody Image Mean-radius-(km) Mean-radius-(R?) Volume-(109-km³) Volume-(V?) Mass-×-1021-kg-(Yg) Mass-(M?) Surface-gravity-(m/s²) Surface-gravity-(?) Type of object Shape Sun Sun920607.jpg 696000 109.25 1412000000 1303781 1989100000 332837 274.0 28.02 Star regular Jupiter Jupiter.jpg 69911 10.97 1431280 1321 1898600 317.83 24.79 2.535 Planet regular Saturn Saturn-cassini-March-27-2004.jpg 58232 9.14 827130 764 568460 95.159 10.445 1.06 Planet regular Uranus Uranus.jpg 25362 3.98 68340 63.1 86832 14.536 8.87 0.9 Planet regular Neptune Neptune.jpg 24622 3.87 62540 57.7 102430 17.147 11.15 1.140 Planet regular Earth 17.jpg 6371.0 1 1083.21 1 5973.6 1 9.78033 1 Planet regular Venus Venus-real.jpg 6051.8 0.950 928.43 0.857 4868.5 0.815 8.872 0.9 Planet regular Mars Marineris.jpeg 3390.0 0.532 163.18 0.151 641.85 0.107 3.7 0.38 Planet regular Ganymede true.jpg 2631.2 0.413 76.30 0.0704 148.2 0.0248 1.428 0.15 Satellite of Jupiter regular Titan Cassini.jpg 2576[5] 0.404 71.52 0.0660 134.5 0.0225 1.354 0.14 Satellite of Saturn regular Mercury centered.jpg 2439.7 0.383 60.83 0.0562 330.2 0.0553 3.7 0.377 Planet regular Callisto Callisto.jpg 2410.3 0.378 58.65 0.0541 107.6 0.018 1.23603 0.126 Satellite of Jupiter regular Io color.jpg 1821.5 0.286 25.32 0.0234 89.3 0.015 1.797 0.183 Satellite of Jupiter regular Moon moon.jpeg 1737.1 0.273 21.958 0.0203 73.5 0.0123 1.625 0.166 Satellite of Earth regular Europa Europa-moon.jpg 1561 0.245 15.93 0.0147 48 0.00803 1.316 0.134 Satellite of Jupiter regular Triton 2.jpg 1353.4 0.212 10.38 0.0096 21.5 0.00359 0.782 0.0797 Satellite of Neptune regular Eris dysnomia2.jpg 1300[6] 0.19 7 0.007 16.7[7] 0.0027 0.662 0.0677 Dwarf planet & Pluto cropped.png 1195 0.187 7.15 0.0066 13.105 0.0022 0.61 0.062 Dwarf planet Titania cropped.jpg 788.9 0.124 2.06 0.0019 3.526 0.00059 0.378 0.0385 Satellite of Uranus regular Rhea thumb.jpg 764.4 0.12 1.87 0.0017 2.3166 0.00039 0.26 0.027 Satellite of Saturn regular Oberon Oberon.jpg 761.4 0.12 1.85 0.0017 3.014 0.0005 0.347 0.035 Satellite of Uranus regular Makemake hubble.png 750[6] 0.126-0.157 1.8 0.002 4 0.00067 0.47 0.048 Dwarf planet Sedna PRC2004-14d.jpg 745 0.09-0.14 1.73 0.0016 3 0.00050 0.33-0.50 0.0337-0.0511 Detached object unknown Iapetus enhanced.jpg 736 0.113 1.55 0.0014 1.9739 0.00033 0.223 0.0227 Satellite of Saturn regular Charon plutoface.png 604 0.095 0.87 0.0008 1.52 0.00025 0.279 0.028 Satellite of Pluto regular (225088)_2007_OR10 none.jpg 600 0.094 0.904 0.0008 1.81 0.0003 0.168 0.017 Scattered disc unknown Umbriel 1.gif 584.7 0.092 0.84 0.0008 1.2 0.00020 0.234 0.024 Satellite of Uranus regular Ariel (moon).jpg 578.9 0.091 0.81 0.0008 1.35 0.00022 0.269 0.027 Satellite of Uranus regular Haumea EL61.jpg 575[6] 0.117 1.3-1.6 0.001 4.2 0.00069 0.44 0.045 Dwarf planet (84522)_2002_TC302 none.jpg 572.7[6] 0.09 0.786 0.0007 1.573 0.00026 0.321 0.033 Kuiper belt object Dione south.jpg 561.6 0.088 0.73 0.0007 1.096 0.000183 0.232 0.0236 Satellite of Saturn regular Tethys contrast-enhanced.jpg 533 0.083 0.624 0.0006 0.6173 0.000103 0.145 0.015 Satellite of Saturn regular 2005_QU182 none.jpg 525 0.082 0.606 0.00056 1.21 0.0002 0.294 0.03 Scattered disc object unknown 50000_Quaoar PRC2002-17e.jpg 500 0.0785 0.523 0.0005 1.05 0.00017 0.281 0.0287 Kuiper belt object Cubewano binary unknown numbers-0.2.2/todo/plouffe_base.txt0000644000000000000000000003561111346043541016033 0ustar rootroot1.002008392826082214417852769232412060485605851394888756548596615e0 Zeta(9) 1.008349277381922826839797549849796759599863560565238706417283136e0 Zeta(7) 1.009559712542709408179200409989251636051890411928097814194168320e1 Psi(1,1/3) 1.025836496752890287411804996499918568734974052810169947019280777e0 GAMMA(23/24) 1.034653881897437911619794298464638254670307984344385254503070281e0 MertensB2 1.036927755143369926331365486457034168057080919501912811974192678e0 Zeta(5) 1.055546564813466302313701484734262209810379114858428728414892620e0 GAMMA(11/12) 1.057250875375728514571842354895877959024053937569807899612103522e0 Shi(1) 1.076539192264845766153234450909471905879765632901150866985681470e-1 OneNinth 1.084101512231113615112908114064150911221580909390909100000000000e-2 Trott 1.098612288668109691395245236922525704647490557822749451734694334e0 log(3) 1.128787029908125961260901090258842013326787441664755451752083514e0 GAMMA(5/6) 1.149942818607399066388560985243920097987661520136529721953851784e1 Pi*csc(1/12*Pi)/GAMMA(11/12) 1.173724105211061175126493432503988576654303066406559411204845301e0 GAMMA(19/24) 1.176280818259917506544070338474035050693415806564695259830106347e0 Salem 1.186569110415625452821722975947237120568356536472054335954254299e0 KhinchinLevy 1.202056903159594285399738161511449990764986292340498881792271555e0 Zeta(3) 1.225416702465177645129098303362890526851239248108070611230118938e0 GAMMA(3/4) 1.226742010720353244417630230455361655871409690440250419643297301e0 FibonacciFactorial 1.234567891011121314151617181920212223242526272829303132333435364e-1 Champernowne 1.259921049894873164767210607278228350570251464701507980081975112e0 2^(1/3) 1.266065877752008335598244625214717537607670311354962206808135331e0 BesselI(0,1) 1.282427129100622636875342568869791727767688927325001192063740022e0 GlaisherKinkelin 1.28435556102175533436225346195190183345531497710084581171260000e-2 ZetaR(4) 1.285050699666050517584462428785779493488009654041863700774691745e0 GAMMA(17/24) 1.303577269034296391257099112152551890730702504659404875754861391e0 Conway 1.306377883863080690468614492602605712916784585156713644368053760e0 Mills 1.316957896924816708625046347307968444026981971467516479768472257e0 log(2+3^(1/2)) 1.317641154853178109817352322513585951250734323295251678792547422e-3 HeathBrownMoroz 1.324717957244746025960908854478097340734404056901733364534015050e0 PisotVijayaraghavan 1.332582275733220881765828776071027748838459489042422661787130900e0 MertensB3 1.339784153574347246599152586514886052775242249788182806663015068e0 Totient 1.354117939426400416945288028154513785519327266056793698394022468e0 GAMMA(2/3) 1.355461804706408743863441535910970976036790271047993178161793668e0 FeigenbaumKappa 1.374802227439358631782821879209657256986307759467366665441760509e0 exp(1/Pi) 1.395485972479302735229500663566888068954103728144661190817472156e0 HardHexagonsEntropy 1.403936827882178320576206074137209354537638761521890067378557540e0 OrthogonalArrays 1.413472514173469379045725198356247027078425711569924317568556746e1 Riemann1stZero 1.414213562373095048801688724209698078569671875376948073176679738e0 2^(1/2) 1.442249570307408382321638310780109588391869253499350577546416195e0 3^(1/3) 1.444667861009766133658339108596430223058595453242253165820522664e0 exp(1/exp(1)) 1.451369234883381050283968485892027449493032283648015863093004558e-1 Soldner 1.456074948582689671399595351116543557653178374847131540270702437e0 Backhouse 1.460354508809586812889499152515298012467229331012581490542886088e0 Zeta(1/2) 1.461632144968362341262659542325721328468196204006446351295988409e0 MinimumGamma 1.467078079433975472897798484707229953449903322414887777399685818e0 Porter 1.475836176504332741754010762247405259511345238869178945999223128e-1 arctan(1/2)/Pi 1.484336564670078282258650774907113718875558417448068894425070000e-1 ZetaR(2) 1.515426224147926418976043027262991190552854853685613976914074640e1 exp(1)^exp(1) 1.528709197087111005047302663828105693597737976624121924443565292e0 GAMMA(7/12) 1.533772302310243567172856016722578994610129518942755491961760666e1 Kakeya 1.584962500721156181453738943947816508759814407692481060455752654e0 log(3)/log(2) 1.590636854637329063382254424999666247954478159495536647132287985e0 BesselI(1,2) 1.606695152415291763783301523190924580480579671505756435778079554e0 ErdosBorwein 1.609437912434100374600759333226187639525601354268517721912647891e0 log(5) 1.618033988749894848204586834365638117720309179805762862135448622e0 Golden Ratio or 1/2+sqrt(5)/2 1.639914804874884209492639941554099128143343636389220916737899189e0 GAMMA(13/24) 1.64958415402929159899676131363885182748790994383473214781100000e-3 ZetaQ(4) 1.652891650281069480098240646585387817777383221122454651371715916e0 (1+3^(1/2))^(1/2) 1.654211437004509292139196602427806427640363803352017836665223064e-1 Zeta(1,-1) 1.705211140105367764288551453434508160762027651653469099994284907e0 Niven 1.732050807568877293527446341505872366942805253810380628055806979e0 3^(1/2) 1.745405662407346863494596309683661067294936618777984256595013774e0 KhinchinHarmonic 1.747564594633182190636212035544397403485161436624741758152825351e0 MadelungNaCl 1.74762639299443536423113314665706700975412121926149289888672000e-1 ZetaP(3) 1.772453850905516027298167483341145182797549456122387128213807790e0 Pi^(1/2) 1.781072417990197985236504103107179549169645214303430205357665877e0 exp(gamma) 1.782213978191369111774413452972549340791731909773239381024959956e0 Grothiendeck 1.787231650182965933013274890337008385337931402961810997784781471e0 KomornikLoreti 1.822825249678847032995328716261464949475693118894850218393815613e0 MasserGramainDelta 1.831258984937131485342173397873781627441298090376237965477411646e0 FeigenbaumC 1.839286755214161132551852564653286600424178746097592246778758639e0 Tribonacci 1.851937051982466170361053370157991363345809728981154909804783782e0 Si(Pi) 1.860025079221190307180695915717143324666524121523451493049199503e0 Theodorus 1.895117816355936755466520934331634269017060581732707591646228432e0 Ei(1) 1.927561975482925304261905861736622168698554255163384727146647038e0 Tetranacci 1.932235335236375341775586632622696654743936114291191986048917058e0 Pi*csc(11/24*Pi)/GAMMA(13/24) 1.945280494653251136152137302875039065901577852759236620435639113e-1 DuboisRaymond 1.962858173209645782868795128675183526649593017162219421130715240e0 ReciprocalLucas 2.029883212819307250042405108549040571883378615060599584034978214e0 Figure8HypebolicComplement 2.053834420303345866160046542753384285715804445410618245481483337e-3 gamma(3) 2.078795763507619085469556198349787700338778416317696080751358831e-1 exp(-1/2*Pi) 2.078862249773545660173067253970493022262685312876725376101135571e-1 -Zeta(-1/2) 2.102203963877155499262847959389690277733434052490278175462952040e1 Riemann2ndZero 2.127557058602221971572278439344293350609569221813237534859862516e0 Pi*csc(5/12*Pi)/GAMMA(7/12) 2.193839343955202736771637754601216490310472934069082075779786131e-1 Ei(1,1) 2.236067977499789696409173668731276235440618359611525724270897245e0 5^(1/2) 2.245915771836104547342715220454373502758931513399669224920300255e1 Pi^exp(1) 2.279585302336067267437204440811533353285841102785459054070839752e0 BesselI(0,2) 2.294856591673313794183515831344311288713163799441668673275814030e0 product(Zeta(n),n=2..infinity) 2.314069263277926900572908636794854738026610624260021199344504641e1 exp(Pi) 2.346248769318331988138571146958629493043336513400461016473979848e1 Pi*csc(1/24*Pi)/GAMMA(23/24) 2.357111317192329313741434753596167717379838997101103107109113127e-1 CopelandErdos 2.501085758014568876321379099256282181865954967255799667249654201e1 Riemann3rdZero 2.502907875095892822283902873218215786381271376727149977336192057e0 FeigenbaumAlpha 2.584981759579253217065893587383171160088051651852630917321544988e0 Sierpinski 2.588190451025207623488988376240483283490689013199305138140032073e-1 sin(1/12*Pi) 2.614972128476427837554268386086958590515666482611992061920642139e-1 MertensB1 2.665144142690225188650297249873139848274211313714659492835979593e0 2^(2^(1/2)) 2.678938534707747633655692940974677644128689377957301100950428328e0 2/3*Pi*3^(1/2)/GAMMA(2/3) 2.683150900474071801449936758645148251038610920554435493093680868e0 FeigenbaumD 2.685452001065306445309714835481795693820382293994462953051152346e0 Khinchin 2.718281828459045235360287471352662497757247093699959574966967627e0 exp(1.0) 2.739441957392716171714591527242859192737251877298819862919173838e-2 Trott2nd 2.807770242028519365221501186557772932308085920930198291220054810e0 FransenRobinson 2.955765285651994974714817524123194588375492304663596595350472479e0 Otter 3.010299956639811952137388947244930267681898814621085413104274611e-1 log(2)/log(10) 3.036630028987326585974481219015562331108773522536578951882454815e-1 GaussKuzminWirsing 3.074948787583270931233544860710768530221785199506639282983083963e-1 HardyLittlewoodC4 3.081505560003435202605938614633736771064504215893189288306692702e0 Pi*csc(7/24*Pi)/GAMMA(17/24) 3.141592653589793238462643383279502884197169399375105820974944592e0 Pi 3.217505543966421934014046143586613190207552955576561914328030594e-1 arctan(1/3) 3.226340989392446705795316925482370665709505796658327099618112524e-1 FellerTornier 3.359885666243177553172011302918927179688905133731968486495553815e0 ReciprocalFibonacci 3.405373295509991428262731844329028967106082171243020977632361054e-1 PolyaRandomWalk3D 3.407069165627256142219458262827180653554034438015032116191033828e0 Magata 3.569945671870944901842005151386498936763836911514832378107975530e0 FeigenbaumMu 3.625609908221908311930685155867672002995167682880065467433378000e0 Pi*2^(1/2)/GAMMA(3/4) 3.646215960720791177099082602269212366636550840222881873870933592e1 Pi^Pi 3.739558136192022880547280543464164151116292486061500420947428024e-1 Artin 4.098748850882364744787812123379552778963580132549454698263363988e-1 HardyLittlewoodC5 4.100755656647303192888654885196002592430006070572381744864500000e-2 ZetaR(3) 4.124540336401075977833613682584552830892210999835362287235684730e-1 ThueMorse 4.146825098511116602481096221543077083657742381379169778682454145e-1 PrimesInBinary 4.210244382407083333356273792126090361362197482266604722989695515e-1 BesselK(0,1) 4.396800100000252508236009097478205164697241813798726617249562759e0 Pi*csc(5/24*Pi)/GAMMA(19/24) 4.399240125710253040409033914345447647980854079401198576534935450e-1 TreeGrowth2nd 4.400505857449335159596822037189149131273723019927652511367581718e-1 BesselJ(1,1) 4.522474200410654985065433648322479341732313432398924217364180000e-1 ZetaP(2) 4.636476090008061162142562314612144020285370542861202638109330887e-1 arctan(1/2) 4.669201609102990671853203820466201617258185577475768632745651343e0 FeigenbaumDelta 4.718616534526817848744687936113161490770126217394432436314602669e-1 Bloch 4.749493799879206503325046363279829685595493732172029822833310249e-1 Weierstrass 4.756260767359885548049772529049547142819605313538227528958111342e-1 PlouffeB 5.174790616738993863307581618988629456223774751413792582443193480e-1 polylog(4,1/2) 5.372131936080402009406232255949658266704024993403781706897619307e-1 7/8*Zeta(3)-1/12*Pi^2*log(2)+1/6*log(2)^3 5.381376357405767028067828734153656228567550149508553229391100000e-2 ZetaQ(2) 5.403023058681397174009366074429766037323104206179222276700972554e-1 cos(1) 5.432589653429767069527282953006132311388632937583569889557325691e-1 Landau 5.512212239940160755245575595481501856908419062602976216572892064e1 Psi(2,1/3) 5.566316001780235204250096895207726111398799114872853461616744626e0 2*Pi/GAMMA(5/6) 5.651591039924850272076960276098633073288996216210920094802944895e-1 BesselI(1,1) 5.671432904097838729999686622103555497538157871865125081351310792e-1 LambertW(1) 5.759599688929454396431633754924966925065139671764923636006407987e-1 Stephens 5.772156649015328606065120900824024310421593359399235988057672349e-1 gamma 5.819486593172907979281498845023675593048328730717725218234212993e-1 LandauRamanujan2nd 5.877852522924731291687059546390727685976524376431459910722724808e-1 sin(1/5*Pi) 5.926327182016361971040786049957014690842754071971610710995626082e-1 Lehmer 5.963473623231940743410784993692793760741778601525487815734849105e-1 Gompertz 6.019072301972345747375400015356173392615868899681064560177679592e-1 BesselK(1,1) 6.243299885435508709929363831008372441796426201805292869735519025e-1 GolombDickman 6.257358072052700190464746918032860288781291803142262642828972159e-1 Kac 6.351663546042712072066965912725224173420656873323724508997344605e-1 HardyLittlewoodC3 6.434105462883380261822543077575647632865878602682395059870309203e-1 Cahen 6.462454398948133042664733968457927900220129129631577293303862470e-1 MasserGramain 6.601618158468695739278121100145557784326233602847334133194484233e-1 TwinPrimes 6.617071822671762351558311332484135817464001357909536048089442295e-1 Robbin 6.627434193491815809747420971092529070562335491150224175203925350e-1 LaplaceLimit 6.931471805599453094172321214581765680755001343602552541206800095e-1 log(2) 6.975013584963659032846703508209229240731539462145153953543787529e-1 ArtinRank2 6.977746579640079820067905925517525994866582629980212323686300828e-1 BesselI(1,2)/BesselI(0,2) 7.044422009991655927366033503266372101885864314170980494142268426e-1 CareFree 7.098034428612913146417873994445755970125022057678605169570026447e-1 Rabbit 7.147827007912942720189848796210840967313455970944303193964570041e-1 TravellingSalesman 7.236484022982000094088491498091275990417837515730770291761198898e-1 Sarnak 7.281584548367672486058637587490131913773633833433795259900655974e-2 gamma(1) 7.475979202534114351787309438301781730247862640742283766042291634e-1 RenyiParking 7.642236535892206629906987312500923281167905413934095147216866737e-1 LandauRamanujan 7.651976865579665514497175261026632209092742897553252418615475491e-1 BesselJ(0,1) 7.669931397642468449426192959331578701620410597148431902649380000e-2 ZetaP(4) 7.758835100038954996204042844279006114824134659730162762210631165e-1 StronglyCareFree 7.945071927794792762403624156360456462985771009886069672658867372e-1 Kolakoski 8.090169943749474241022934171828190588601545899028814310677243114e-1 cos(1/5*Pi) 8.093940205406391307179318805940913172159539924250003042420287150e-1 AlladiGrinstead 8.125565590160063876948821016495367124344192249063615667832034758e-2 StolarskyHarborth 8.323672369053164248490954462761044873784441510122511788018155377e-1 FeigenbaumB 8.346268416740731862814297327990468089939930134903470024498273701e-1 GaussAGM 8.378669409802082408946785794357563099930066441628996920341249094e-1 Chi(1) 8.414709848078965066525023216302989996225630607983710656727517100e-1 sin(1) 8.590997968547031049035725028419742026142399555594390874354326599e-1 Thue 8.755082732970504494226765813746675051112061220425472440026000000e-3 ZetaQ(3) 8.813735870195430252326093249797923090281603282616354107532956087e-1 log(2^(1/2)+1) 8.815138397251707769283918229032278471298692572080767336701685355e-1 QuadraticClass 9.159655941772190150546035149323841107741493742816721342664981196e-1 Catalan 9.375482543158437537025740945678649778978602886148299258854334804e-1 -Zeta(1,2) 9.659258262890682867497431997288973676339048390084045504023430763e-1 cos(1/12*Pi) 9.690363192872318484530386035212529359065806101340749880701365452e-3 gamma(2) 9.864196439415648573466891734359621087334839610835655056544163385e-2 Paris numbers-0.2.2/todo/astron.t.txt0000644000000000000000000000230411346043541015142 0ustar rootrootPlanet Equatorial-Radius Mean-Radius Mass Bulk-Density Sidereal-Rotation-Period Sidereal-Orbit-Period V(1,0) Geometric-Albedo Equatorial-Gravity Escape-Velocity (km) (km) (x1024-kg) (gcm-3) (d) (y) (mag) (m-s-2) (km-s-1) Mercury 2439.7_±1.0 2439.7_±1.0 0.330104_±.000036 5.427_±.007 58.6462 0.2408467 -0.60_±0.10 0.106 3.70 4.25 Venus 6051.8_±1.0 6051.8_±1.0 4.86732_±.00049 5.243_±.003 -243.018 0.61519726 -4.47_±0.07 0.65 8.87 10.36 Earth 6378.14_±.01 6371.00_±.01 5.97219_±.00060 5.5134_±.0006 0.99726968 1.0000174 -3.86 0.367 9.80 11.19 Mars 3396.19_±.1 3389.50_±.2 0.641693_±.000064 3.9340_±.0008 1.02595676 1.8808476 -1.52 0.150 3.71 5.03 Jupiter 71492_±4 69911_±6 1898.13_±.19 1.3262_±.0004 0.41354 11.862615 -9.40 0.52 24.79 60.20 Saturn 60268_±4 58232_±6 568.319_±.057 0.6871_±.0002 0.44401 29.447498 -8.88 0.47 10.44 36.09 Uranus 25559_±4 25362_±7 86.8103_±.0087 1.270_±.001 -0.71833 84.016846 -7.19 0.51 8.87 21.38 Neptune 24764_±15 24622_±19 102.410_±.010 1.638_±.004 0.67125 164.79132 -6.87 0.41 11.15 23.56 Pluto 1151_±6 1151_±6 .01309_±.00018 2.05_±.04 -6.3872 247.92065 -1.0 0.3 0.66 1.23 numbers-0.2.2/todo/digamma0000644000000000000000000000607511346043541014164 0ustar rootroot# digamma, 15 Feb 10 !title digamma # 1.000-1.045 -0.5772156649 -0.5690209113 -0.5608854579 -0.5528085156 -0.5447893105 -0.5368270828 -0.5289210873 -0.5210705921 -0.5132748789 -0.5055332428 # 1.050-1.095 -0.4978449913 -0.4902094448 -0.4826259358 -0.4750938088 -0.4676124199 -0.4601811367 -0.4527993380 -0.4454664135 -0.4381817635 -0.4309447988 # 1.100-1.145 -0.4237549404 -0.4166116193 -0.4095142761 -0.4024623611 -0.3954553339 -0.3884926633 -0.3815738268 -0.3746983110 -0.3678656106 -0.3610752291 # 1.150-1.195 -0.3543266780 -0.3476194768 -0.3409531528 -0.3343272413 -0.3277412847 -0.3211948332 -0.3146874438 -0.3082186809 -0.3017881156 -0.2953953259 # 1.200-1.245 -0.2890398966 -0.2827214187 -0.2764394897 -0.2701937135 -0.2639837000 -0.2578090652 -0.2516694307 -0.2455644243 -0.2394936791 -0.2334568341 # 1.250-1.295 -0.2274535334 -0.2214834266 -0.2155461686 -0.2096414193 -0.2037688437 -0.1979281118 -0.1921181118 -0.1863408828 -0.1805937494 -0.1748771870 # 1.300-1.345 -0.1691908889 -0.1635345526 -0.1579078803 -0.1523105782 -0.1467423568 -0.1412029305 -0.1356920180 -0.1302093416 -0.1247546279 -0.1193276069 # 1.350-1.395 -0.1139280127 -0.1085555827 -0.1032100582 -0.0978911840 -0.0925987082 -0.0873323825 -0.0820919619 -0.0768772046 -0.0716878723 -0.0665237297 # 1.400-1.445 -0.0613845446 -0.0562700879 -0.0511801337 -0.0461144589 -0.0410728433 -0.0360550697 -0.0310609237 -0.0260901935 -0.0211426703 -0.0162181479 # 1.450-1.495 -0.0113164226 -0.0064372934 -0.0015805620 -0.0032539677 -0.0080664890 -0.0128571930 -0.0176262684 -0.0223739013 -0.0271002758 -0.0318055736 # 1.500-1.545 -0.0364899740 -0.0411536543 -0.0457967896 -0.0504195527 -0.0550221146 -0.0596046439 -0.0641673074 -0.0687102697 -0.0732336936 -0.0777377400 # 1.550-1.595 -0.0822225675 -0.0866883334 -0.0911351925 -0.0955632984 -0.0999728024 -0.1043638544 -0.1087366023 -0.1130911923 -0.1174277690 -0.1217464754 # 1.600-1.645 -0.1260474528 -0.1303308407 -0.1345967772 -0.1388453988 -0.1430768404 -0.1472912354 -0.1514887158 -0.1556694120 -0.1598334529 -0.1639809660 # 1.650-1.695 -0.1681120776 -0.1722269122 -0.1763255933 -0.1804082427 -0.1844749813 -0.1885259282 -0.1925612015 -0.1965809180 -0.2005851931 -0.2045741410 # 1.700-1.745 -0.2085478749 -0.2125065064 -0.2164501462 -0.2203789037 -0.2242928871 -0.2281922037 -0.2320769593 -0.2359472589 -0.2398032061 -0.2436449038 # 1.750-1.795 -0.2474724535 -0.2512859559 -0.2550855103 -0.2588712154 -0.2626431686 -0.2664014664 -0.2701462043 -0.2738774769 -0.2775953776 -0.2812999992 # 1.800-1.845 -0.2849914333 -0.2886697707 -0.2923351012 -0.2959875138 -0.2996270966 -0.3032539367 -0.3068681205 -0.3104697335 -0.3140588602 -0.3176355846 # 1.850-1.895 -0.3211999895 -0.3247521572 -0.3282921691 -0.3318201056 -0.3353360467 -0.3388400713 -0.3423322577 -0.3458126835 -0.3492814255 -0.3527385596 # 1.900-1.945 -0.3561841612 -0.3596183049 -0.3630410646 -0.3664525136 -0.3698527244 -0.3732417688 -0.3766197179 -0.3799866424 -0.3833426119 -0.3866876959 # 1.950-2.000 -0.3900219627 -0.3933454805 -0.3966583163 -0.3999605371 -0.4032522088 -0.4065333970 -0.4098041664 -0.4130645816 -0.4163147060 -0.4195546030 -0.4227843351 numbers-0.2.2/todo/t.awk0000644000000000000000000000020111346043541013572 0ustar rootroot { line_cnt++ if (line_cnt == 1) { print "!msgpostfix " $P "\\n" next } printf("%-10s | %s\n", $P, $1) } numbers-0.2.2/todo/t.txt0000755000000000000000000003222211360153544013643 0ustar rootroot speed of light in vacuum c, c0 299 792 458 m s.1 (exact) magnetic constant ƒÊ0 4p ~ 10.7 N A.2 = 12.566 370 614... ~ 10.7 N A.2 (exact) electric constant 1/ƒÊ0c2 .0 8.854 187 817... ~ 10.12 F m.1 (exact) Newtonian constant of gravitation G 6.674 28(67) ~ 10.11 m3 kg.1 s.2 1.0 ~ 10.4 Planck constant h 6.626 068 96(33) ~ 10.34 J s 5.0 ~ 10.8 h/2p Ph 1.054 571 628(53) ~ 10.34 J s 5.0 ~ 10.8 elementary charge e 1.602 176 487(40) ~ 10.19 C 2.5 ~ 10.8 magnetic flux quantum h/2e 0 2.067 833 667(52) ~ 10.15 Wb 2.5 ~ 10.8 conductance quantum 2e2/h G0 7.748 091 7004(53) ~ 10.5 S 6.8 ~ 10.10 electron mass me 9.109 382 15(45) ~ 10.31 kg 5.0 ~ 10.8 proton mass mp 1.672 621 637(83) ~ 10.27 kg 5.0 ~ 10.8 proton-electron mass ratio mp/me 1836.152 672 47(80) 4.3 ~ 10.10 fine-structure constant e2/4p.0Phc ƒ¿ 7.297 352 5376(50) ~ 10.3 6.8 ~ 10.10 inverse fine-structure constant ƒ¿.1 137.035 999 679(94) 6.8 ~ 10.10 Rydberg constant ƒ¿2mec/2h R‡ 10 973 731.568 527(73) m.1 6.6 ~ 10.12 Avogadro constant NA,L 6.022 141 79(30) ~ 1023 mol.1 5.0 ~ 10.8 Faraday constant NAe F 96 485.3399(24) C mol.1 2.5 ~ 10.8 molar gas constant R 8.314 472(15) J mol.1 K.1 1.7 ~ 10.6 Boltzmann constant R/NA k 1.380 6504(24) ~ 10.23 J K.1 1.7 ~ 10.6 Stefan-Boltzmann constant (p2/60)k4/Ph3c2 ƒÐ 5.670 400(40) ~ 10.8 W m.2 K.4 7.0 ~ 10.6 Non-SI units accepted for use with the SI electron volt: (e/C) J eV 1.602 176 487(40) ~ 10.19 J 2.5 ~ 10.8 (unified) atomic mass unit 1 u = mu = 1 12m(12C) u 1.660 538 782(83) ~ 10.27 kg 5.0 ~ 10.8 = 10 speed of light in vacuum c, c0 299 792 458 m s.1 (exact) magnetic constant ƒÊ0 4p ~ 10.7 N A.2 = 12.566 370 614... ~ 10.7 N A.2 (exact) electric constant 1/ƒÊ0c2 .0 8.854 187 817... ~ 10.12 F m.1 (exact) characteristic impedance of vacuum p ƒÊ0/.0 = ƒÊ0c Z0 376.730 313 461... (exact) Newtonian constant of gravitation G 6.674 28(67) ~ 10.11 m3 kg.1 s.2 1.0 ~ 10.4 G/Phc 6.708 81(67) ~ 10.39 (GeV/c2).2 1.0 ~ 10.4 Planck constant h 6.626 068 96(33) ~ 10.34 J s 5.0 ~ 10.8 in eV s 4.135 667 33(10) ~ 10.15 eV s 2.5 ~ 10.8 h/2p Ph 1.054 571 628(53) ~ 10.34 J s 5.0 ~ 10.8 in eV s 6.582 118 99(16) ~ 10.16 eV s 2.5 ~ 10.8 Phc in MeV fm 197.326 9631(49) MeV fm 2.5 ~ 10.8 Planck mass (Phc/G)1/2 mP 2.176 44(11) ~ 10.8 kg 5.0 ~ 10.5 energy equivalent in GeV mPc2 1.220 892(61) ~ 1019 GeV 5.0 ~ 10.5 Planck temperature (Phc5/G)1/2/k TP 1.416 785(71) ~ 1032 K 5.0 ~ 10.5 Planck length Ph/mPc = (PhG/c3)1/2 lP 1.616 252(81) ~ 10.35 m 5.0 ~ 10.5 Planck time lP/c = (PhG/c5)1/2 tP 5.391 24(27) ~ 10.44 s 5.0 ~ 10.5 ELECTROMAGNETIC elementary charge e 1.602 176 487(40) ~ 10.19 C 2.5 ~ 10.8 e/h 2.417 989 454(60) ~ 1014 A J.1 2.5 ~ 10.8 magnetic flux quantum h/2e 0 2.067 833 667(52) ~ 10.15 Wb 2.5 ~ 10.8 conductance quantum 2e2/h G0 7.748 091 7004(53) ~ 10.5 S 6.8 ~ 10.10 inverse of conductance quantum G.1 0 12 906.403 7787(88) 6.8 ~ 10.10 Josephson constanta 2e/h KJ 483 597.891(12) ~ 109 Hz V.1 2.5 ~ 10.8 von Klitzing constantb h/e2 = ƒÊ0c/2ƒ¿ RK 25 812.807 557(18) 6.8 ~ 10.10 Bohr magneton ePh/2me ƒÊB 927.400 915(23) ~ 10.26 J T.1 2.5 ~ 10.8 in eV T.1 5.788 381 7555(79) ~ 10.5 eV T.1 1.4 ~ 10.9 ƒÊB/h 13.996 246 04(35) ~ 109 Hz T.1 2.5 ~ 10.8 ƒÊB/hc 46.686 4515(12) m.1 T.1 2.5 ~ 10.8 ƒÊB/k 0.671 7131(12) K T.1 1.7 ~ 10.6 nuclear magneton ePh/2mp ƒÊN 5.050 783 24(13) ~ 10.27 J T.1 2.5 ~ 10.8 in eV T.1 3.152 451 2326(45) ~ 10.8 eV T.1 1.4 ~ 10.9 ƒÊN/h 7.622 593 84(19) MHz T.1 2.5 ~ 10.8 ƒÊN/hc 2.542 623 616(64) ~ 10.2 m.1 T.1 2.5 ~ 10.8 ƒÊN/k 3.658 2637(64) ~ 10.4 K T.1 1.7 ~ 10.6 fine-structure constant e2/4p.0Phc ƒ¿ 7.297 352 5376(50) ~ 10.3 6.8 ~ 10.10 inverse fine-structure constant ƒ¿.1 137.035 999 679(94) 6.8 ~ 10.10 Rydberg constant ƒ¿2mec/2h R‡ 10 973 731.568 527(73) m.1 6.6 ~ 10.12 R‡c 3.289 841 960 361(22) ~ 1015 Hz 6.6 ~ 10.12 R‡hc 2.179 871 97(11) ~ 10.18 J 5.0 ~ 10.8 R‡hc in eV 13.605 691 93(34) eV 2.5 ~ 10.8 Bohr radius ƒ¿/4pR‡ = 4p.0Ph2/mee2 a0 0.529 177 208 59(36) ~ 10.10 m 6.8 ~ 10.10 Hartree energy e2/4p.0a0 = 2R‡hc = ƒ¿2mec2 Eh 4.359 743 94(22) ~ 10.18 J 5.0 ~ 10.8 in eV 27.211 383 86(68) eV 2.5 ~ 10.8 quantum of circulation h/2me 3.636 947 5199(50) ~ 10.4 m2 s.1 1.4 ~ 10.9 h/me 7.273 895 040(10) ~ 10.4 m2 s.1 1.4 ~ 10.9 Electroweak Fermi coupling constantc GF/(Phc)3 1.166 37(1) ~ 10.5 GeV.2 8.6 ~ 10.6 weak mixing angled ƒÆW (on-shell scheme) sin2 ƒÆW = s2 W ß 1 . (mW/mZ)2 sin2 ƒÆW 0.222 55(56) 2.5 ~ 10.3 Electron, e. electron mass me 9.109 382 15(45) ~ 10.31 kg 5.0 ~ 10.8 in u, me = Ar(e) u (electron relative atomic mass times u) 5.485 799 0943(23) ~ 10.4 u 4.2 ~ 10.10 energy equivalent mec2 8.187 104 38(41) ~ 10.14 J 5.0 ~ 10.8 in MeV 0.510 998 910(13) MeV 2.5 ~ 10.8 electron-muon mass ratio me/mm 4.836 331 71(12) ~ 10.3 2.5 ~ 10.8 electron-tau mass ratio me/mt 2.875 64(47) ~ 10.4 1.6 ~ 10.4 electron-proton mass ratio me/mp 5.446 170 2177(24) ~ 10.4 4.3 ~ 10.10 electron-neutron mass ratio me/mn 5.438 673 4459(33) ~ 10.4 6.0 ~ 10.10 electron-deuteron mass ratio me/md 2.724 437 1093(12) ~ 10.4 4.3 ~ 10.10 electron to alpha particle mass ratio me/ma 1.370 933 555 70(58) ~ 10.4 4.2 ~ 10.10 electron charge to mass quotient .e/me .1.758 820 150(44) ~ 1011 C kg.1 2.5 ~ 10.8 electron molar mass NAme M(e),Me 5.485 799 0943(23) ~ 10.7 kg mol.1 4.2 ~ 10.10 Compton wavelength h/mec ƒÉC 2.426 310 2175(33) ~ 10.12 m 1.4 ~ 10.9 ƒÉC/2p = ƒ¿a0 = ƒ¿2/4pR‡ ƒÉC 386.159 264 59(53) ~ 10.15 m 1.4 ~ 10.9 classical electron radius ƒ¿2a0 re 2.817 940 2894(58) ~ 10.15 m 2.1 ~ 10.9 Thomson cross section (8p/3)r2 e ƒÐe 0.665 245 8558(27) ~ 10.28 m2 4.1 ~ 10.9 electron magnetic moment ƒÊe .928.476 377(23) ~ 10.26 J T.1 2.5 ~ 10.8 to Bohr magneton ratio ƒÊe/ƒÊB .1.001 159 652 181 11(74) 7.4 ~ 10.13 to nuclear magneton ratio ƒÊe/ƒÊN .1838.281 970 92(80) 4.3 ~ 10.10 electron magnetic moment anomaly |ƒÊe|/ƒÊB . 1 ae 1.159 652 181 11(74) ~ 10.3 6.4 ~ 10.10 electron g-factor .2(1 + ae) ge .2.002 319 304 3622(15) 7.4 ~ 10.13 electron-muon magnetic moment ratio ƒÊe/ƒÊm 206.766 9877(52) 2.5 ~ 10.8 electron-proton magnetic moment ratio ƒÊe/ƒÊp .658.210 6848(54) 8.1 ~ 10.9 electron to shielded proton magnetic moment ratio ƒÊe/ƒÊŒ p .658.227 5971(72) 1.1 ~ 10.8 (H2O, sphere, 25 .C) Wind river EVAL-37360 2 1.0+0.0i -1.0+0.0i 3 1.0+0.0i -0.5+0.866025403784439i -0.5-0.866025403784438i 4 1.0 +0.0i 0.0 +1.0i -1.0 +0.0i -0.0 -1.0i 5 1.0+0.0i 0.309016994374947+0.951056516295154i -0.809016994374947+0.587785252292473i -0.809016994374948-0.587785252292473i 0.309016994374947-0.951056516295154i 6 1.0+0.0i 0.5+0.866025403784439i -0.5+0.866025403784439i -1.0+0.0i -0.5-0.866025403784438i 0.5-0.866025403784439i 7 1.0+0.0i 0.623489801858734+0.78183148246803i -0.222520933956314+0.974927912181824i -0.900968867902419+0.433883739117558i -0.900968867902419-0.433883739117558i -0.222520933956315-0.974927912181824i 0.623489801858733-0.78183148246803i 8 1.0+0.0i 0.707106781186548+0.707106781186547i 0.0+1.0i -0.707106781186547+0.707106781186548i -1.0+0.0i -0.707106781186548-0.707106781186547i -0.0-1.0i 0.707106781186547-0.707106781186548i 9 1.0+0.0i 0.766044443118978+0.642787609686539i 0.17364817766693+0.984807753012208i -0.5+0.866025403784439i -0.939692620785908+0.342020143325669i -0.939692620785908-0.342020143325669i -0.5-0.866025403784438i 0.17364817766693-0.984807753012208i 0.766044443118978-0.64278760968654i 10 1.0+0.0i 0.809016994374947+0.587785252292473i 0.309016994374947+0.951056516295154i -0.309016994374947+0.951056516295154i -0.809016994374947+0.587785252292473i -1.0+0.0i -0.809016994374948-0.587785252292473i -0.309016994374948-0.951056516295154i 0.309016994374947-0.951056516295154i 0.809016994374947-0.587785252292473i /* tetrahedron b4 = pi/2 - a4/2 = 35.26439 v1 = ( cos(b4), 0, sin(b4)) v2 = (-cos(b4), 0, sin(b4)) v3 = ( 0, cos(b4), -sin(b4)) v4 = ( 0,-cos(b4), -sin(b4)) cube faces v1 = 0, 0, 1 v2 = 1, 0, 0 v3 = 0, 1, 0 v4 = 0,-1, 0 v5 = -1, 0, 0 v6 = 0, 0,-1 octahedron faces edges v1 = ( 1, 1, 1)/3**0.5 e1 = ( 1, 0,1)/2**0.5 v2 = (-1, 1, 1)/3**0.5 e2 = ( 0, 1,1)/2**0.5 v3 = (-1,-1, 1)/3**0.5 e3 = (-1, 0,1)/2**0.5 v4 = ( 1,-1, 1)/3**0.5 e4 = ( 0,-1,1)/2**0.5 v5 = (-1, 1,-1)/3**0.5 v6 = ( 1, 1,-1)/3**0.5 v7 ( 1,-1,-1)/3**0.5 v8 = (-1,-1,-1)/3**0.5 */ /* dodecahedron 5.0*(cos(angle12))**2 = 1.0 angle12 = 63.43494882292 cos(pi/5) = 0.80901699 sin(pi/5) = 0.58778525 sin(0.4 pi) = 0.95105652 cos(0.4 pi) = 0.30901699 sin(0.8 pi) = 0.58778525 cos(0.8 pi) =-0.80901699 icosahedron vertices or dodecahedron faces unit vectors: v1 = 0,0,1 v2 = 0.89442719, 0, 0.44721360 v3 = 0.27639320, 0.85065081, 0.44721360 v4 = -0.72360680, 0.52573111, 0.44721360 v5 = -0.72360680,-0.52573111, 0.44721360 v6 = 0.27639320,-0.85065081, 0.44721360 v7 = -0.27639320, 0.85065081,-0.44721360 v8 = 0.72360680, 0.52573111,-0.44721360 v9 = 0.72360680,-0.52573111,-0.44721360 va = -0.27639320,-0.85065081,-0.44721360 vb = -0.89442719,-0.0,-0.44721360 vc = 0,0,-1 icosahedron faces or dodecahedron vertices w5 = (v6-v1) x (v2-v1) = 0.47022820, 0.34164078, 0.76084521 w1 = (v2-v1) x (v3-v1) = 0.47022820,-0.34164078, 0.76084521 unit(w5) = 0.49112347, 0.35682208, 0.79465447 unit(w1) = 0.49112347,-0.35682208, 0.79465447 angle20 = acos(unit(w1) dot unit(w5)) = acos(.74535597) angle20 = (5/9)**0.5 .729727656227 radians 41.81031489578 degrees w2 = (v3-v1) x (v4-v1) = -0.18759247, -0.57735027, 0.79465447 w3 = (v4-v1) x (v5-v1) = -0.60706200, 0.0, 0.79465447 w4 = (v5-v1) x (v6-v1) = -0.18759247, 0.57735027, 0.79465447 accurate to 7 decimal places: w6 = 2 9 8 0.982 24695 0.0 -0.187 59247 7 8 3 2 0.794 65448 0.577 35027 0.187 59247 8 3 8 7 0.303 53100 0.934 17236 -0.187 59247 9 7 4 3 -0.303 53100 0.934 17236 0.187 59247 10 4 7 b -0.794 65448 0.577 35027 -0.187 59247 w11 b 5 4 -0.982 24695 0.0 0.187 59247 12 5 b a -0.794 65448 -0.577 35027 -0.187 59247 13 a 6 5 -0.303 53100 -0.934 17236 0.187 59247 14 6 a 9 0.303 53100 -0.934 17236 -0.187 59247 15 9 2 6 0.794 65448 -0.577 35027 0.187 59247 w16= -0.49112347, -0.35682208, -0.79465447 w17= 0.18759247, -0.57735027,-0.79465447 16 = 0.60706200, 0.0, -0.79465447 18 = 0.18759247, 0.57735027,-0.79465447 20 = -0.49112347, 0.35682208,-0.79465447 icosohedron edges b20 = a12/2 = 31.71747441146 cos(b20) = sin(b20) = e1 = (cos(b20),0,sin(b20)) .850650808,0,.5257311121 e2 = (cos(b20)cos(0.4pi),cos(b20)sin(0.4pi),sin(b20)) e3 = (-cos(b20)cos(0.2pi),cos(b20)sin(0.2pi),sin(b20)) e4 = (-cos(b20)cos(0.2pi),-cos(b20)sin(0.2pi),sin(b20) e5 = (cos(b20)cos(0.4pi),-cos(b20)sin(0.4pi),sin(b20) -unit(e3+e4) dot e1 unit(cos(b20)cos(0.2pi),0,sin(b20)) dot (cos(b20),0,sin(b20)) .79465447,0,-.607061998 37.3773682 dodecahedron edges b12 = a20/2 = e1 = (cos(b12),0,sin(b12)) e2 = (-0.5*cos(b12),0.866*cos(b12),sin(b12)) e3 = (-0.5*cos(b12),-0.866*cos(b12),sin(b12)) */ /* http://www.dnaco.net/~michael/domes/books/mathematics.html geodesic@dnaco.net Michael Rader http://www.povray.org/rtn/rtnv4n1.html#art28 (0,+-p,+-1), (+-1,0,+-p), (+-p,+-1,0) (0,+-i,+-p), (+-p,0,+-i), (+-i,+-p,0), (+-1,+-1,+-1) p= (sqrt(5)+1)/2 i= (sqrt(5)-1)/2 = 1/9 = p-1 HSM Coxeter 1948 Regular Polytopes p 52-53 Methuen London http://www.faqs.org/faqs/graphics/algorithms-faq/ 6.07 http://cm.bell-labs.com/netlib/polyhedra/index.html http://netlib.bell-labs.com/netlib/polyhedra/index.html http://www.netlib.org/polyhedra/index.html http://www.cc.iastate.edu/old_answers/packages/graphics/algos.faq.html http://www2.hku.nl/~lennart1/docs/algos.txt http://www.chesworth.com/pv/graphics/graphics_algorithms_faq.htm http://www.scidiv.bcc.ctc.edu/Math/voroni.html */ numbers-0.2.2/todo/CBE_const.html0000644000000000000000000004362711346043541015333 0ustar rootroot IAU WG on NSFA Current Best Estimates

IAU WG on NSFA
Current Best Estimates

Below are the CBEs as determined by the NSFA WG. This is a work in progress and the constants in the list and their associated values are subject to (possibly frequent) change. The values will not be considered final until the 2009 IAU General Assembly makes a decision concerning these values.

The items in blue are new from the previous IAU list of current best estimates. Unless otherwise noted, the constants should be considered to be in terms of the Système International d'Unités (SI). [Work in Progress]

Defining Constants (SI)
ConstantDescriptionValueReferenceAdopted
Natural Defining Constants
cSpeed of light2.997 924 58 x 108 ms-1[7]IAU, IERS
Auxiliary Defining Constants
k[1]Gaussian gravitational constant1.720 209 895 x 10-2[14, 11]IAU
LG1-d(TT)/d(TCG)6.969 290 134 x 10-10[15, 25]IAU, IERS
LB1-d(TDB)/d(TCB)1.550 519 768 x 10-8[16]IAU
TDB0[2]TDB - TCB at T0-6.55 x 10-5 s[16]IAU
θ0[3]Earth Rotation Angle at J2000.00.779 057 273 264 0 revolutions[15, 4]IAU
dθ/dt[3]Rate of advance of Earth Rotation Angle1.002 737 811 911 354 48 revolutions UT1-day-1[15, 4]IAU

Current Best Estimates (SI)
ConstantDescriptionValueUncertaintyReferenceAdopted
Natural Measurable Constants
GConstant of gravitation6.674 28 x 10-11 m3kg-1s-26.7 x 10-15 m3kg-1s-2[7]
Derived Constants
au[4]Astronomical unit1.495 978 707 00 x 1011 m3 m[26]
LCAverage value of 1-d(TCG)/d(TCB)1.480 826 867 41 x 10-82 x 10-17[18]IAU, IERS
Body Constants[5]
MM/MERatio of the mass of the Moon to the Earth1.230 003 71 x 10-24 x 10-10[26]
MS/MMeRatio of the mass of the Sun to Mercury6.023 6 x 1063 x 102[1]IERS
MS/MVRatio of the mass of the Sun to Venus4.085 237 19 x 1058 x 10-3[23]
MS/MMaRatio of the mass of the Sun to Mars3.098 703 59 x 1062 x 10-2[24]
MS/MJRatio of the mass of the Sun to Jupiter1.047 348 644 x 1031.7 x 10-5[20]
MS/MSaRatio of the mass of the Sun to Saturn3.497 901 8 x 1031 x 10-4[21]
MS/MURatio of the mass of the Sun to Uranus2.290 298 x 1043 x 10-2[19]IERS
MS/MNRatio of the mass of the Sun to Neptune1.941 226 x 1043 x 10-2[22]
MS/MPRatio of the mass of the Sun to Pluto1.365 66 x 1082.8 x 104[29]
MS/MErisRatio of the mass of the Sun to Eris1.191 x 1081.4 x 106[2]
MCeres/MSRatio of the mass of Ceres to the Sun4.72 x 10-103 x 10-12[26]
MPallas/MSRatio of the mass of Pallas to the Sun1.03 x 10-103 x 10-12[26]
MVesta/MSRatio of the mass of Vesta to the Sun1.35 x 10-103 x 10-12[26]
aE[6]Equatorial radius of the Earth6.378 136 6 x 106 m1 x 10-1 m[12, 3]IERS
J2[6]Dynamical form factor1.082 635 9 x 10-31 x 10-10[12]IERS
dJ2/dtLong-term variation in J2-3.001 x 10-9 cy-16 x 10-10 cy-1[16]
GMSHeliocentric gravitational constant1.327 124 420 99 x 1020 m3s-2 (TCB-compatible)
1.327 124 400 41 x 1020 m3s-2 (TDB-compatible)		1.0 x 1010 m3s-2 (TCB-compatible)
1.0 x 1010 m3s-2 (TDB-compatible)		[8]
GMEGeocentric gravitational constant3.986 004 418 x 1014 m3s-2 (TCB-compatible)
3.986 004 415 x 1014 m3s-2 (TT-compatible)
3.986 004 356 x 1014 m3s-2 (TDB-compatible)		8 x 105 m3s-2 (TCB-compatible)
8 x 105 m3s-2 (TT-compatible)
8 x 105 m3s-2 (TDB-compatible)		[27]IERS
W0Potential of the geoid6.263 685 60 x 107 m2s-25 x 10-1 m2s-2[12]IERS
ω[7]Nominal mean angular velocity of the Earth7.292 115 x 10-5 rad s-1[12]IERS
Initial Values at J2000.0
εJ2000[8]Obliquity of the ecliptic at J2000.08.438 140 6 x 104 "1 x 10-3 "[16, 13, 6]IAU

Notes

  1. The Gaussian gravitational constant, k, defines au.
  2. This constant comes from the expression TDB = TCB - LB x ( JDTCB - T0 ) x 86400 + TDB0, where T 0 = 2443144.5003725.
  3. This constant comes from the expression θ(UT1) = 2π (0.7790572732640+1.00273781191135448×(Julian UT1 date−2451545.0))
  4. The value for au is TDB-compatible. An accepted definition for the TCB-compatible value of au is still under discussion.
  5. All values of the masses from Mars to Eris are the sum of the masses of the celestial bodies and its satellites.
  6. The values for aE and J2 are "zero tide" values (see IERS Conventions for an explanation of the terminology). Values according to other conventions can be found in Groten (2000).
  7. ω is a nominal value and was chosen to have the number of significant digits limited to those for which the value can be considered constant.
  8. εJ2000 is a component of the of the IAU 2006 precession model, which includes expressions that are time dependent.
  9. The rate of precession appearing in previous lists of constants is no longer appropriate given the IAU 2006 precession model [16].

References

  1. Anderson, J.D., Colombo, G., Esposito, P.B., Lau, E.L., and Trager, G.B., 1987, "The Mass Gravity Field and Ephemeris of Mercury," Icarus, 71, pp. 337-349.

  2. Brown, M.E. and Schaller, E.L., 2007, "The mass of Dwarf Planet Eris," Science, 316, p. 1585, doi: 10.1126/science.1139415.

  3. Burša, M., Kouba, J., Radej, K., True, S.A., Vatrt, V., Vojtiškova, M., 1998, "Mean Earth's Equipotential Surface from Topex/Poseidon Altimetry," Studia Geoph. et Geod., 42, pp. 459-466, doi 10.1023/A:1023356803773.

  4. Capitaine, N., Guinot, B., and McCarthy, D.D., 2000, "Definition of the Celestial Ephemeris Origin and of UT1 in the International Celestial Reference Frame," Astron. Astrophys., 355, pp. 398-405.

  5. Capitaine, N., Wallace, P., and Chapront, J., 2003, "Expressions for IAU 2000 precession quantities," Astron. Astrophys., 412, pp. 567-586.

  6. Chapront, J, Chapront-Touze, M., and Francou, G., 2002, "A new determination of lunar orbital parameters, precession constant and tidal acceleration from LLR measurements," Astron. Astrophys., 387, pp. 700-709, doi: 10.1051/0004-6361:20020420.

  7. CODATA, 2006, http://physics.nist.gov/cuu/Constants/index.html

  8. Folkner, W.M., Williams, J.G., and Boggs, D.H., "The Planetary and Lunar Ephemeris DE 421," Memorandum IOM 343R-08-003, 31 pp.

  9. Fukushima, T., 2000, "Report on Astronomical Constants," Proc. IAU Colloquium 180, Johnston, K.J., McCarthy, D.D., Luzum, B.J., and Kaplan, G.H. (eds.), pp. 417-427.

  10. Fukushima, T., 2003, "Report on Astronomical Constants," Highlights of Astronomy, Vol. 13, International Astronomical Union, 2002, Rickman, H. (ed.), pp. 107-112.

  11. Gauss, C.F., 1857, Theory of the Motion of the Heavenly Bodies Moving About the Sun in Conic Sections, Boston: Little, Brown and Company, p. 2.

  12. Groten, E., 2000, Geodesists Handbook 2000, Part 4, http://www.gfy.ku.dk/~iag/HB2000/part4/groten.htm. See also "Parameters of Common Relevance of Astronomy, Geodesy, and Geodynamics," J. Geod., 74, pp. 134-140.

  13. Hilton, J.L., Capitaine, N., Chapront, J., Ferrandiz, J.M., Fienga, A., Fukushima, T., Getino, J., Mathews, P., Simon, J.-L., Soffel, M., Vondrak, J., Wallace, P., and Williams, J., 2006, "Report of the International Astronomical Union Division I Working Group on Precession and the Ecliptic," Celest. Mech. Dyn. Astr., 94, pp. 351-367, doi 10.1007/s10569-006-0001-2.

  14. International Astronomical Union (IAU), 1976, "Proceedings of the Sixteenth General Assembly," Transactions of the IAU, XVIB, p. 31, pp. 52-66.

  15. International Astronomical Union (IAU), 2000, "Proceedings of the Twenty- Fourth General Assembly, Transactions of the IAU, XXIVB, pp. 34-57.

  16. International Astronomical Union (IAU), 2006 "Proceedings of the Twenty- Sixth General Assembly, Transactions of the IAU, XXVIB.

  17. IERS Conventions, McCarthy, D.D. and Petit, G., 2003, IERS Technical Note 32.

  18. Irwin, A. and Fukushima, T., 1999, "A numerical time ephemeris of the Earth,"Astron. Astrophys., 348, pp. 642-652.

  19. Jacobson, R.A., Campbell, J.K., Taylor, A.H., and Synott, S.P., 1992, "The Masses of Uranus and its Major Satellites from Voyager Tracking Data and Earth-based Uranian Satellite Data," Astron. J., 103(6), pp. 2068-2078.

  20. Jacobson, R.A., Haw, R.J., McElrath, T.P., and Antreasian, P.G., 2000, "A Comprehensive Orbit Reconstruction for the Galileo Prime Mission in the J2000 System," J. Astronaut. Sci., 48(4), pp. 495-516.

  21. Jacobson, R.A., Antreasian, P.G., Bordi, J.J., Criddle, K.E., Ionasescu, R., Jones, J.B., Mackenzie, R.A., Pelletier, F.J., Owen Jr., W.M., Roth, D.C. and Stauch, J.R., 2006, "The gravity field of the Saturnian system from satellite observations and spacecraft tracking data," Astron. J., 132(6), pp. 2520-2526.

  22. Jacobson, R.A., 2009, "The Orbits of the Neptunian Satellites and the Orientation of the Pole of Neptune," Astron. J., 137, pp. 4322-4329, doi:10.1088/004-6256/137/5/4322.

  23. Konopliv, A.S., Banerdt, W.B., and Sjogren, W.L., 1999, "Venus Gravity: 180th Degree and Order Model," Icarus, 139, pp. 3-18.

  24. Konopliv, A.S., Yoder, C.F., Standish, E.M., Yuan, D.N., Sjogren, W.L., 2006, "A global solution for the Mars static and seasonal gravity, Mars orientation, Phobos and Deimos masses, and Mars ephemeris," Icarus, 182(1), pp. 23-50.

  25. Petit, G., 2000, "Report of the BIPM/IAU Joint Committee on relativity for space-time reference systems and metrology," in Proc. of IAU Colloquium 180, Johnston, K. J., McCarthy, D. D., Luzum, B. J., Kaplan, G. H. (eds.), U. S. Naval Observatory, Washington, D. C., pp. 275-282.

  26. Pitjeva, E. and Standish, E.M., 2009, "Proposals for the masses of the three largest asteroids, the Moon-Earth mass ratio and the Astronomical Unit," Celest. Mech. Dyn. Astr., 103, pp. 365-372, doi:10.1007/s10569-009-9203-8.

  27. Ries, J. C., Eanes, R. J., Shum, C. K., and Watkins, M. M., 1992, "Progress in the Determination of the Gravitational Coefficient of the Earth," Geophys. Res. Lett., 19(6), pp. 529-531.

  28. Standish, E.M., 1995, "Report of the IAU WGAS Sub- group on Numerical Standards," Highlights in Astronomy, Vol. 12, International Astronomical Union, 1994, Appenzeller, I. (ed.), pp. 180-184.

  29. Tholen, D.J., Buie, M.W., and Grundy, W., 2008, "Masses of Nix and Hydra," Astron. J., 135(3), pp. 777-784.

Last updated 10 August 2009.

numbers-0.2.2/todo/leapsecond.txt0000644000000000000000000000440211354424601015507 0ustar rootroot // Leap Second table C 1972 July 1 IF (UTC.GE.41498D0) DT=11D0 C 1973 January 1 IF (UTC.GE.41683D0) DT=12D0 C 1974 January 1 IF (UTC.GE.42048D0) DT=13D0 C 1975 January 1 IF (UTC.GE.42413D0) DT=14D0 C 1976 January 1 IF (UTC.GE.42778D0) DT=15D0 C 1977 January 1 IF (UTC.GE.43144D0) DT=16D0 C 1978 January 1 IF (UTC.GE.43509D0) DT=17D0 C 1979 January 1 IF (UTC.GE.43874D0) DT=18D0 C 1980 January 1 IF (UTC.GE.44239D0) DT=19D0 C 1981 July 1 IF (UTC.GE.44786D0) DT=20D0 C 1982 July 1 IF (UTC.GE.45151D0) DT=21D0 C 1983 July 1 IF (UTC.GE.45516D0) DT=22D0 C 1985 July 1 IF (UTC.GE.46247D0) DT=23D0 C 1988 January 1 IF (UTC.GE.47161D0) DT=24D0 C 1990 January 1 IF (UTC.GE.47892D0) DT=25D0 double LeapSeconds [][2] = { // Date TAI-UTC # 1972 JAN 1, 10.0 2441317.5 # 1972 JUL 1, 11.0 2441499.5 # 1973 JAN 1, 12.0 2441683.5 # 1974 JAN 1, 13.0 2442048.5 # 1975 JAN 1, 14.0 2442413.5 # 1976 JAN 1, 15.0 2442778.5 # 1977 JAN 1, 16.0 2443144.5 # 1978 JAN 1, 17.0 2443509.5 # 1979 JAN 1, 18.0 2443874.5 # 1980 JAN 1, 19.0 2444239.5 # 1981 JUL 1, 20.0 2444786.5 # 1982 JUL 1, 21.0 2445151.5 # 1983 JUL 1, 22.0 2445516.5 # 1985 JUL 1, 23.0 2446247.5 # 1988 JAN 1, 24.0 2447161.5 # 1990 JAN 1, 25.0 2447892.5 # 1991 JAN 1, 26.0 2448257.5 # 1992 JUL 1, 27.0 2448804.5 # 1993 JUL 1, 28.0 2449169.5 # 1994 JUL 1, 29.0 2449534.5 # 1996 JAN 1, 30.0 2450083.5 # 1997 JUL 1, 31.0 2450630.5 # 1999 JAN 1, 32.0 2451179.5 # 2006 JAN 1, 33.0 2453736.5 # 2009 JAN 1, 34.0 2454832.5 numbers-0.2.2/todo/wbd.lisp0000644000000000000000000652270411350270064014314 0ustar rootroot;;; COPYRIGHT NOTICE ;;; ;;; Copyright (C) 2007 Mario Rodriguez Riotorto ;;; ;;; This program is free software; you can redistribute ;;; it and/or modify it under the terms of the ;;; GNU General Public License as published by ;;; the Free Software Foundation; either version 2 ;;; of the License, or (at your option) any later version. ;;; ;;; This program is distributed in the hope that it ;;; will be useful, but WITHOUT ANY WARRANTY; ;;; without even the implied warranty of MERCHANTABILITY ;;; or FITNESS FOR A PARTICULAR PURPOSE. See the ;;; GNU General Public License for more details at ;;; http://www.gnu.org/copyleft/gpl.html ;;; This package contains variables and functions for drawing maps ;;; in Maxima. You need to execute 'load(draw)' first. ;;; Loading this package, Maxima-level global variable $boundaries_array ;;; will contain coordinates (longitude, latitude) of boundary segments: ;;; coast lines and country borders. These coordinates were taken from ;;; the public domain 'World Boundary Databank' ;;; http://www-cger.nies.go.jp/grid-e/gridtxt/grid19.html ;;; For questions, suggestions, bugs and the like, feel free ;;; to contact me at ;;; mario @@@ edu DOT xunta DOT es ;;; www.biomates.net (setf $boundaries_array '#(#(-121.3553 64.812187 -121.1681 64.813873 -121.0692 64.904137 -120.6781 64.981087 -120.3947 65.097473 -120.0433 65.195534 -119.8853 65.336639 -119.4747 65.32164 -119.5442 65.431374 -120.0614 65.601929 -120.0933 65.631088 -119.9228 65.631088 -119.6556 65.693588 -119.5981 65.719971 -119.7645 65.741638 -119.6795 65.794418 -118.9147 65.789703 -118.6572 65.698303 -118.7103 65.668587 -118.6397 65.638313 -118.5628 65.649696 -118.557 65.673859 -118.4092 65.689423 -118.0981 65.671371 -117.9933 65.733582 -117.8664 65.73497 -117.9969 65.764687 -117.9878 65.791092 -117.8942 65.817467 -118.0461 65.799973 -118.13 65.800262 -118.2214 65.844971 -118.2647 65.85997 -118.1669 65.943039 -118.1103 65.975807 -118.1298 66.018593 -117.9367 66.058296 -117.7756 66.026093 -117.7708 66.056091 -117.835 66.0522 -118.0258 66.096649 -117.9814 66.133034 -117.8994 66.158043 -117.7447 66.148033 -117.692 66.190262 -117.8242 66.170532 -117.8017 66.213028 -117.7278 66.214142 -117.6378 66.25386 -117.6245 66.285812 -117.7147 66.295807 -117.7117 66.311371 -117.625 66.365807 -117.6239 66.387192 -117.4639 66.44136 -117.4736 66.464706 -117.8522 66.409416 -117.9044 66.415253 -117.8581 66.446373 -117.8584 66.485809 -117.5886 66.62886 -117.725 66.608032 -117.7222 66.64386 -118.0086 66.601089 -118.2183 66.506638 -118.275 66.431091 -118.1275 66.487762 -118.147 66.454697 -118.4483 66.356918 -118.9817 66.316093 -119.3342 66.337479 -119.522 66.323303 -119.537 66.303307 -119.797 66.311371 -119.8056 66.330811 -119.73 66.343307 -119.6275 66.332748 -119.605 66.351089 -119.6689 66.366928 -119.8956 66.323303 -119.9958 66.351357 -119.9722 66.377197 -120.4517 66.378311 -120.5067 66.414703 -120.4425 66.463867 -120.3392 66.453873 -120.3278 66.469971 -120.3745 66.488037 -120.05 66.628593 -120.1203 66.664978 -119.5822 66.729713 -119.5525 66.749153 -119.565 66.766922 -119.4631 66.752762 -119.4356 66.781082 -118.9706 66.86525 -118.9689 66.887756 -119.2267 66.909149 -119.2058 66.942749 -119.2856 66.929977 -119.5247 66.952477 -119.4358 66.994141 -119.752 66.97525 -119.8131 67.000809 -119.7364 67.020538 -119.7658 67.042213 -119.9486 67.030807 -120.2417 66.964706 -120.5097 66.948303 -120.6631 66.898857 -121.1664 66.865807 -121.2242 66.832748 -121.4839 66.759407 -121.4456 66.726639 -121.7503 66.69165 -121.9995 66.612473 -122.3195 66.58609 -122.3686 66.612762 -122.4833 66.573029 -122.5014 66.607758 -122.5317 66.580261 -122.5108 66.561653 -122.9245 66.539703 -122.9617 66.477203 -123.0883 66.46109 -123.1586 66.476929 -123.1539 66.516373 -123.1542 66.529984 -123.2567 66.468582 -123.4636 66.440536 -124.0078 66.309418 -124.3075 66.362762 -124.4697 66.246643 -124.6314 66.274696 -124.8781 66.25914 -124.9644 66.308594 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65.257202 -123.452 65.20137 -123.492 65.163307 -123.1272 65.074142 -122.3858 65.016083 -122.0395 64.938873 -121.5839 65.079971 -121.6658 65.127762 -121.6069 65.144417 -121.59 65.17804 -121.6192 65.259979 -121.5292 65.311371 -121.5133 65.348862 -121.5458 65.352203 -121.5278 65.389977 -120.9684 65.561081 -120.6886 65.61026 -120.3836 65.575256 -120.4047 65.533043 -120.3342 65.502472 -120.3631 65.415527 -120.5581 65.266647 -120.9831 65.114967 -121.0147 65.075256 -120.9539 65.041367 -121.0945 64.978592 -121.2806 64.977478 -121.3922 64.990807 -121.5047 64.936081 -121.507 64.883034 -121.3553 64.812187) #(-109.2328 62.85165 -109.0803 62.82832 -109.0109 62.80727 -109.0583 62.76305 -109.0984 62.737259 -108.9311 62.79332 -108.9003 62.772209 -109.007 62.733601 -108.9936 62.69249 -109.3145 62.575821 -109.3014 62.610538 -109.1639 62.653881 -109.2803 62.646381 -109.2128 62.69693 -109.7872 62.801929 -110.6786 62.823879 -110.7422 62.794159 -110.5992 62.7911 -110.5939 62.766651 -110.9461 62.742771 -111.2817 62.658871 -111.4636 62.594711 -111.665 62.386379 -111.65 62.36721 -111.562 62.454708 -111.3664 62.553051 -111.0192 62.64082 -110.54 62.655819 -110.4883 62.66832 -110.525 62.691101 -110.452 62.723598 -110.4325 62.7561 -110.4931 62.764431 -110.4597 62.797211 -110.0845 62.778881 -109.782 62.734711 -109.7714 62.72221 -110.3797 62.74527 -110.4061 62.716381 -110.4208 62.681931 -109.7169 62.669991 -109.6986 62.648041 -109.9306 62.57555 -110.2547 62.567211 -110.7853 62.533039 -110.7353 62.52055 -110.3181 62.537491 -110.6733 62.451382 -110.6558 62.42971 -110.2703 62.516102 -110.1816 62.50779 -109.8997 62.561649 -109.8503 62.555271 -109.9906 62.50499 -110.3353 62.448318 -110.4772 62.379711 -110.2514 62.39193 -110.2317 62.37693 -110.6272 62.34499 -110.6492 62.36665 -110.6689 62.40276 -111.0214 62.394428 -111.1361 62.336102 -111.1039 62.324429 -111.2731 62.290821 -111.3256 62.250542 -111.2486 62.27055 -111.237 62.259159 -111.5908 62.12888 -111.5806 62.11499 -111.5344 62.125542 -111.5075 62.118038 -111.6736 62.064991 -111.7192 62.030819 -111.465 62.073879 -111.49 62.037209 -112.0425 61.763882 -112.1567 61.670269 -112.71 61.436649 -112.8722 61.44138 -112.87 61.410549 -112.9433 61.383598 -113.0158 61.398041 -112.9825 61.435822 -113.1083 61.486931 -113.3333 61.451931 -113.6778 61.30249 -113.715 61.254711 -113.6714 61.194439 -113.7433 61.160549 -113.6314 61.148319 -113.6181 61.11277 -113.6536 61.061939 -113.742 61.008598 -113.9875 60.966648 -114.2208 61.012489 -114.6395 60.903599 -114.7934 60.925819 -115.0212 60.888149) #(-115.0212 60.888149 -115.9556 60.84082 -116.4228 60.949429 -116.4886 61.01054 -116.5525 61.028599 -117.0764 61.045551 -117.4514 61.19054 -117.4975 61.2561 -117.1258 61.153881 -116.7028 61.219711 -116.8011 61.306099 -116.757 61.324429 -116.1931 61.267769 -115.9611 61.172489 -115.935 61.190819 -116.0186 61.234989 -115.8795 61.263882 -115.8489 61.303051 -116.0253 61.374149 -115.9911 61.401932 -115.8572 61.398319 -115.7072 61.447491 -115.7556 61.466648 -115.7197 61.566662 -115.6583 61.605549 -115.6669 61.646931 -115.5483 61.676929 -115.575 61.72443 -115.5181 61.75555 -115.3064 61.776371 -115.2028 61.750542 -115.2006 61.731659 -114.9222 61.75526 -114.6189 61.860821 -114.6847 61.883881 -114.6383 61.918049 -114.6433 61.935551 -114.7558 61.926929 -114.7595 61.974152 -115.045 62.09499 -115.0269 62.144711 -115.1311 62.212769 -115.3158 62.21888 -115.3303 62.242771 -115.2319 62.315269 -115.3053 62.336929 -115.3089 62.419159 -115.2678 62.458321 -115.3003 62.489159 -115.6992 62.478321 -115.7722 62.533039 -115.695 62.553322 -116.0075 62.68388 -116.0514 62.71804 -115.9942 62.778599 -115.9314 62.77776 -115.6875 62.684429 -115.7731 62.655819 -115.5161 62.638321 -114.7395 62.396931 -114.5836 62.351101 -114.312 62.416931 -114.242 62.398041 -114.2469 62.353039 -113.892 62.20776 -113.8042 62.134991 -113.7878 62.11721 -113.5342 62.04916 -113.5983 62.029991 -113.5194 62.004162 -113.4128 62.03471 -113.3186 61.989712 -113.1895 62.0061 -112.4175 62.073601 -112.1656 62.194988 -111.7133 62.38026 -111.4414 62.694988 -111.0733 62.848049 -110.6733 62.924992 -110.105 62.934429 -109.2328 62.85165) #(-140.9991 69.644562 -141.0009 66.832474 -141.0014 63.56638 -140.9969 60.30759) #(-140.9969 60.30759 -140.52139 60.22221 -140.45081 60.309711 -139.9794 60.187759 -139.6767 60.340542 -139.0681 60.352211 -139.0658 60.316929 -139.1889 60.088871 -139.04781 59.997478 -138.69031 59.906929 -138.65469 59.814701 -138.5844 59.756649 -137.9994 59.45158 -137.9888 59.446079 -137.59081 59.23859 -137.47971 58.998039 -137.5072 58.937759 -137.4958 58.91193 -137.42751 58.911369 -136.8089 59.16526 -136.58389 59.163311 -136.4808 59.261929 -136.46359 59.4697 -136.3 59.471088 -136.2339 59.525822 -136.2392 59.561371 -136.3439 59.602772 -135.4736 59.801929 -135.0145 59.56749 -135.0211 59.471088 -135.09171 59.426929 -134.9892 59.38998 -135.0161 59.347759 -134.94749 59.27887 -134.688 59.24332 -134.56641 59.130539 -134.4614 59.126652 -134.3775 59.04388 -134.39529 58.98304 -134.3114 58.964432 -134.3322 58.92971 -134.2455 58.85693 -133.8269 58.726089 -133.6833 58.595539 -133.36639 58.42416) #(-133.36639 58.42416 -133.4472 58.377201 -133.13699 58.135818 -133.0844 58.02943 -132.6489 57.619148 -132.2267 57.2047 -132.3369 57.088322 -132.0275 57.036381 -132.1031 56.86665 -131.8614 56.799709 -131.8161 56.59499 -131.53951 56.596649 -131.12579 56.42416 -130.7744 56.3661 -130.6272 56.258598 -130.4619 56.23526 -130.4142 56.128868 -130.2292 56.09026 -130.08859 56.118038 -130.01421 56.023869 -130.0162 55.912411) #(-7.2047219 54.309711 -7.146111 54.2486 -7.2544451 54.197201 -7.2586122 54.1572 -7.521111 54.12804 -7.6566672 54.184429 -7.8208342 54.19915 -7.8677778 54.224152 -7.878056 54.28915 -8.0902767 54.391369 -8.1647224 54.46804 -7.706111 54.60638 -7.746944 54.61554 -7.914166 54.671101 -7.9202781 54.703602 -7.5374999 54.741371 -7.5527768 54.79166 -7.4827781 54.82999 -7.460556 54.898041 -7.4083338 54.950539 -7.4099998 54.989979 -7.253056 55.070541) #(-6.2701449 54.09687 -6.3044438 54.10638 -6.375 54.06638 -6.5675001 54.050819 -6.6702781 54.070541 -6.6311111 54.166088 -6.686388 54.19915 -6.750278 54.189152 -6.8277779 54.241928 -6.873055 54.342209 -6.980278 54.403591 -7.0586109 54.409981 -7.2047219 54.309711) #(5.0444531 52.926361 5.375555 53.070541) #(5.268362 52.68644 5.3041658 52.706928 5.2783332 52.75082 5.1599998 52.744431 5.1297221 52.767208 5.1161108 52.85638 5.0444531 52.926361) #(5.4580231 52.532452 5.1355548 52.38026 5.1561108 52.337212 5.2786102 52.325821 5.415834 52.279572 5.5341659 52.283329 5.5536108 52.35693 5.7983322 52.430538 5.8630552 52.523602 5.8361111 52.563599 5.6502771 52.606659 5.540833 52.571659 5.4580231 52.532452) #(5.375555 53.070541 5.4122219 53.020821 5.374166 52.872211 5.4336109 52.850269 5.6077781 52.848881 5.7194438 52.834148 5.5972209 52.753601 5.5994439 52.6586 5.664721 52.608318 5.855 52.608318 5.8780551 52.50943 5.813055 52.427212 5.625278 52.354431 5.5336099 52.267208 5.4655552 52.258041 4.9702768 52.36721 5.080555 52.419708 5.0777769 52.471661 5.0283332 52.623878 5.0499992 52.64193 5.1677771 52.62888 5.268362 52.68644) #(-98.430733 53.04472 -98.796112 53.082489 -98.829453 53.032768 -99.043327 53.04916 -99.061401 53.10165 -99.200562 53.17165 -99.216133 53.32999 -99.148064 53.399712 -99.061684 53.51804 -99.049728 53.60693 -98.970291 53.69305 -99.008057 53.772491 -98.951683 53.819149 -98.968338 53.844711 -98.928886 53.871929 -98.811401 53.8936 -98.711403 53.871929 -98.690842 53.836102 -98.400848 53.86137 -98.199173 53.819439 -97.969177 53.686649 -97.878891 53.708321 -97.883057 53.738602 -98.258621 53.894161 -98.315567 53.983879 -98.310287 54.014992 -98.230827 54.087769 -98.212509 54.169159 -98.042236 54.364712 -98.011124 54.41444 -97.916672 54.362209 -97.969727 54.33054 -97.958618 54.30444 -97.819458 54.319149 -97.796402 54.300819 -97.868896 54.248051 -98.14473 54.182209 -98.164459 54.14526 -98.150284 54.047489 -98.22084 54.025269 -98.223618 54.001099 -98.095291 53.920269 -98.041672 53.933601 -98.027237 53.985538 -97.731667 54.08638 -97.729736 54.037769 -97.794167 53.988319 -97.950844 53.982491 -97.978058 53.960541 -97.956947 53.85471 -97.81723 53.71526 -97.829727 53.61137 -97.699173 53.51054 -97.672791 53.408329 -97.592216 53.36694 -97.583893 53.290272 -97.420013 53.16832 -97.440567 53.13026 -97.33168 53.001381 -97.435287 52.947769 -97.378067 52.90276 -97.398064 52.859989 -97.201401 52.686649 -97.138062 52.539989 -97.03334 52.415821 -97.037231 52.31554 -97.008347 52.24971 -97.088058 52.23999 -97.025009 52.150829 -96.857788 52.005821 -96.822243 51.946381 -96.871948 51.87888 -96.859734 51.861931 -96.775848 51.858051 -96.702507 51.812771 -96.694733 51.77055) #(3.370646 51.375549 3.363889 51.313599 3.4391661 51.244431 3.5241661 51.250542 3.5247221 51.288319 3.7930551 51.261929 3.8063879 51.21693 3.957222 51.216091 4.2149992 51.330269 4.2300119 51.35722) #(4.236443 51.368771 4.2394428 51.374149 4.413054 51.35804 4.437777 51.375259 4.396667 51.416931 4.4116659 51.456928 4.5494428 51.482761 4.541944 51.426651 4.6716652 51.427479 4.769166 51.502769 4.8258319 51.49221 4.8447218 51.461369 4.8163872 51.425541 4.7827768 51.4147 4.9402761 51.401371 5.041388 51.486649 5.104444 51.434978 5.0772219 51.39526 5.143888 51.3186 5.2374992 51.308319 5.2388878 51.262211 5.457777 51.28054 5.8554649 51.14782) #(5.8554649 51.14782 5.8027759 51.093319 5.7758322 51.021099 5.7227759 50.96526 5.7591658 50.94915 5.683742 50.882191) #(5.683742 50.882191 5.6986089 50.757771 6.0084071 50.756069) #(-96.694733 51.77055 -96.783623 51.75499 -96.54306 51.538879 -96.577507 51.498322 -96.53334 51.456928 -96.365837 51.32777 -96.260834 51.203602 -96.331123 51.196381 -96.360001 51.164711 -96.313606 51.111099 -96.400558 51.110271 -96.425003 51.084148 -96.352509 50.800819 -96.381668 50.71027 -96.305847 50.61721 -96.440567 50.636379 -96.531113 50.731098 -96.603897 50.653599 -96.561401 50.4561 -96.628067 50.408871 -96.778061 50.37888 -96.926392 50.434429 -96.976959 50.891941 -96.907501 50.98444 -96.941116 51.049992 -96.83223 51.11499 -96.840286 51.148041 -96.746674 51.238319 -96.675003 51.252769 -96.611679 51.344151 -96.69751 51.346931 -96.748901 51.354431 -96.890007 51.206661 -96.98584 51.183319 -96.980827 51.258881 -96.904167 51.31776 -96.92334 51.347488 -96.759171 51.51276 -96.722778 51.60638 -96.797234 51.60471 -96.771118 51.665539 -96.823624 51.689709 -96.842506 51.73082 -97.089737 51.662209 -97.136124 51.496929 -97.254463 51.42971 -97.283623 51.4561 -97.301117 51.629711 -97.220291 51.799709 -97.34584 52.04443 -97.422234 52.040272 -97.511124 51.99221 -97.542793 51.913879 -97.585854 51.91832 -97.606117 52.000271 -97.501678 52.079151 -97.486954 52.1311 -97.672501 52.10471 -97.678337 52.151371 -97.771118 52.12249 -97.775009 52.092209 -97.714737 52.081661 -97.810562 51.91444 -97.755836 51.868881 -97.789459 51.860271 -98.029716 51.94804 -98.156403 52.241379 -98.410278 52.360821 -98.465012 52.420818 -98.466667 52.501381 -98.719177 52.64555 -98.898354 52.850552 -98.906952 52.910259 -98.856117 52.940819 -98.600853 52.984711 -98.430733 53.04472) #(5.7830381 49.527271 5.8399992 49.552212 5.8991661 49.662762 5.8205552 49.749149 5.746666 49.795269 5.7533331 49.849152 5.731111 49.89415 5.808332 49.961102 5.8197212 50.009708 5.98 50.172211 6.1069431 50.167759 6.1318331 50.12553) #(-95.069092 49.360859 -95.152786 49.376652) #(-95.152786 49.376652 -95.153519 49.180672) #(-95.153519 49.180672 -95.154167 48.999432) #(-95.154167 48.999432 -95.277077 48.999439) #(-95.277077 48.999439 -97.202499 48.99971 -100.4689 48.999989 -103.7353 48.999432 -107.0014 48.999989 -110.2683 48.99971 -113.5344 48.999432 -116.8008 48.999432 -120.0678 48.99971 -122.7573 48.998661) #(-94.704964 48.86272 -94.700562 48.899712 -94.83168 49.31609 -95.069092 49.360859) #(-94.704964 48.86272 -94.704773 48.861542) #(-88.051117 48.701649 -87.76889 48.78471 -87.767227 48.8386 -87.967506 48.865551 -88.097778 48.811939 -88.089172 48.743038 -88.051117 48.701649) #(-93.357597 48.609699 -93.361656 48.608601) #(-94.704773 48.861542 -94.690277 48.7747 -94.492767 48.69553 -94.278877 48.70248 -94.251106 48.671101 -93.885559 48.63026 -93.793327 48.517761 -93.650558 48.516102 -93.454453 48.559711 -93.456673 48.59499 -93.361656 48.608601) #(-92.438919 48.35223 -92.498611 48.446651 -92.690552 48.444981 -92.702499 48.482479 -92.62027 48.498039 -92.626099 48.5322 -93.245003 48.640541 -93.357597 48.609699) #(-90.838058 48.208599 -90.881943 48.237209 -91.037216 48.189701) #(-90.838058 48.208599 -90.77861 48.107491 -90.740829 48.09082 -90.389999 48.09724) #(-91.440689 48.046471 -91.037216 48.189701) #(-91.440689 48.046471 -91.696663 48.10054 -91.734444 48.19054 -91.95639 48.235821 -92.051941 48.35387 -92.261124 48.345261 -92.300552 48.304989 -92.290283 48.246651 -92.363892 48.233601 -92.438919 48.35223) #(-86.328049 48.62656 -86.402786 48.727772 -86.631958 48.74221 -86.621674 48.788052 -86.711403 48.80999 -86.865837 48.75193 -86.978897 48.80999 -87.141678 48.771099 -87.363892 48.805271 -87.968338 48.9561 -88.035568 49.022209 -88.271118 48.977211 -88.234177 48.922489 -88.258904 48.887211 -88.236954 48.855549 -88.107788 48.798321 -88.103622 48.711651 -88.204727 48.606659 -88.290283 48.606659 -88.312233 48.650269 -88.335564 48.647209 -88.304459 48.589989 -88.400009 48.540272 -88.430557 48.573601 -88.45668 48.539989 -88.482788 48.470539 -88.559723 48.430271 -88.58667 48.494709 -88.338623 48.69305 -88.318336 48.77721 -88.390007 48.846371 -88.486389 48.850819 -88.549454 48.637211 -88.624451 48.62471 -88.631958 48.549709 -88.693069 48.507771 -88.698624 48.46138 -88.759453 48.361931 -88.936684 48.319988 -88.753891 48.577209 -88.791672 48.57888 -89.144447 48.48138 -89.244453 48.38221 -89.198898 48.324429 -89.234734 48.30777 -89.263901 48.20388 -89.418327 48.070271 -89.579117 48.009029) #(-89.579117 48.009029 -89.58931 48.004108) #(-89.583328 48.003319 -89.58931 48.004108) #(-89.58931 48.004108 -89.674438 48.015541 -89.904167 47.989151 -89.993057 48.022758 -90.065277 48.108318 -90.156387 48.122478 -90.389999 48.09724) #(-89.123901 47.834431 -88.973068 47.899429 -88.987228 47.91415 -88.671677 48.014992 -88.471123 48.16193 -88.835281 48.06332 -89.208344 47.914711 -89.2164 47.853321 -89.123901 47.834431) #(-68.888443 47.18803 -69.047501 47.269711 -69.055557 47.438591 -69.232483 47.47089) #(-67.792862 47.070679 -68.118622 47.289711 -68.323334 47.365822 -68.368057 47.351101 -68.405006 47.293598 -68.504463 47.30415 -68.888443 47.18803) #(9.54041 47.266975 9.4841614 47.192211 9.5116653 47.096088 9.4758301 47.058041) #(9.4758301 47.058041 9.6018343 47.049644) #(-88.408073 46.997211 -88.224731 47.207489 -87.974731 47.335819 -87.948624 47.362492 -88.001106 47.374981 -88.015007 47.392769 -87.778633 47.396648 -87.722778 47.426659 -87.801117 47.478039 -88.032791 47.488041 -88.401123 47.386929 -88.613892 47.21471 -88.608063 47.14027 -88.45195 47.1036 -88.450012 47.15638 -88.401947 47.186649 -88.426392 47.097488 -88.48056 47.074429 -88.476387 47.042759 -88.408073 46.997211) #(-84.775284 46.653042 -84.863617 46.905258 -85.628883 47.225262 -86.531677 47.593319 -87.444717 47.955818 -88.368057 48.312199 -88.688599 48.257488 -89.356659 47.97971 -89.583328 48.003319) #(-89.58931 48.004108 -89.805557 47.899712 -90.486389 47.721931 -91.065567 47.45332 -91.294449 47.266102 -91.570282 47.096371 -92.101387 46.790821 -92.104172 46.759159 -92.018066 46.701099 -91.789459 46.7061 -91.297234 46.837212 -91.113342 46.86166 -91.029716 46.922489 -90.8414 46.959148 -90.759171 46.896389 -90.950562 46.60194 -90.908623 46.594711 -90.738892 46.664989 -90.45668 46.568321 -90.412781 46.584431) #(-90.412781 46.584431 -90.279167 46.62138 -89.787781 46.831661 -89.422501 46.85194 -89.240837 46.919991 -89.131668 47.004162 -89.061401 46.99638 -88.936401 47.035259 -88.886398 47.110821 -88.65834 47.234711 -88.625557 47.22221 -88.636124 47.143318 -88.453339 47.009159 -88.440567 46.967209 -88.47084 46.891102 -88.453613 46.77776 -88.388634 46.875271 -88.162231 46.970829 -88.138901 46.963329 -88.258621 46.886379 -88.281403 46.830269 -88.198059 46.908329 -88.055008 46.92971 -87.678337 46.848049 -87.573624 46.733051 -87.384171 46.596371 -87.391953 46.538879 -87.349731 46.511662 -87.198624 46.5061 -87.069733 46.53693 -86.965286 46.536381 -86.927231 46.483879 -86.835564 46.451382 -86.769447 46.495819 -86.676392 46.455818 -86.146118 46.68499) #(-69.232483 47.47089 -69.435272 47.271648 -70.009193 46.69804 -70.051147 46.439171) #(-83.600067 46.283619 -84.056122 46.329151 -84.12001 46.386379 -84.075287 46.503601 -84.136124 46.544991 -84.517227 46.482208 -84.589737 46.542488 -84.587784 46.571098 -84.426392 46.711651 -84.474457 46.758041 -84.544167 46.696098 -84.569458 46.737209 -84.539726 46.82943 -84.366959 46.849152 -84.361954 46.89555 -84.472778 46.939709 -84.611954 46.903881 -84.666946 46.96027 -84.727783 46.95805 -84.785278 47.001381 -84.695557 47.190269 -84.585854 47.278599 -84.583618 47.30415 -84.720001 47.436378 -84.916397 47.51527 -85.028633 47.61694 -84.967506 47.68082 -84.991119 47.71693 -84.939178 47.740822 -84.912514 47.802761 -84.931953 47.855259 -84.837784 47.917488 -84.848618 47.95277 -84.89418 47.959431 -85.665848 47.92944 -85.827507 47.970829 -85.956123 48.06332 -86.224731 48.4286 -86.263062 48.584431 -86.328049 48.62656) #(-70.051147 46.439171 -70.139183 46.37582 -70.287216 46.197762 -70.234444 46.150822 -70.254028 46.12291) #(-83.941299 46.082329 -83.893623 46.09721 -83.891953 46.15527 -83.806122 46.144428 -83.785278 46.22971 -83.920563 46.29332 -84.11084 46.307491 -84.087784 46.231098 -83.941299 46.082329) #(-83.618057 45.93166 -83.51918 45.935551 -83.476669 46.003601 -83.540009 46.019161 -83.553886 46.059711 -83.625557 46.1036 -83.72139 46.098049 -83.678337 46.071381 -83.692497 46.040539 -83.871674 46.014992 -83.888062 45.983051 -83.830002 45.960541 -83.766678 45.95499 -83.618057 45.93166) #(-83.597748 45.826969 -83.448036 46.011929 -83.61055 46.119148 -83.712219 46.123871 -83.958893 46.071659 -84.099442 46.232761 -84.160278 46.424992 -84.118332 46.51804 -84.141953 46.535259 -84.435127 46.486389 -84.480003 46.46027 -84.565277 46.466381 -84.775284 46.653042) #(-86.146118 46.68499 -85.493347 46.684711 -85.248901 46.764149 -84.948624 46.77721 -85.01445 46.71582 -85.047501 46.510818 -85.007233 46.488041 -84.621948 46.485821 -84.580566 46.421379 -84.514717 46.431381 -84.287231 46.462212 -84.178337 46.250271 -84.243057 46.2286 -84.246948 46.197491 -84.029167 46.14249 -84.055008 46.108879 -84.017227 46.06221 -83.892227 46.00526 -83.9039 45.969711 -84.452217 46.013882 -84.476959 45.984989 -84.5625 46.040272 -84.670288 46.048599 -84.733337 45.962769 -84.705292 45.862492 -84.759171 45.853039 -85.009171 46.018318 -85.184448 46.069439 -85.535278 46.100269 -85.688339 45.972488 -86.107788 45.970829 -86.297234 45.93166 -86.323624 45.89888 -86.353897 45.809158) #(-67.790939 45.760529 -67.757233 45.833321 -67.779739 46.34248 -67.792862 47.070679) #(-67.4832 45.601662 -67.5392 45.608501 -67.796967 45.696091 -67.804443 45.731369 -67.790939 45.760529) #(-67.424042 45.59444 -67.4832 45.601662) #(-81.863617 45.52055 -81.801392 45.542488 -81.601959 45.751659 -81.588348 45.80582 -81.708069 45.803322 -81.657501 45.883881 -81.704727 45.892208 -81.811401 45.744431 -81.829727 45.88805 -81.910568 45.896648 -81.890007 45.954708 -81.942497 45.983318 -82.013062 45.979431 -82.107788 45.928879 -82.118057 45.89193 -82.167793 45.837769 -82.224731 45.948601 -82.279167 45.926929 -82.306953 45.99165 -82.58168 45.906651 -82.589737 45.88055 -82.509171 45.848598 -82.520279 45.801102 -82.547501 45.787491 -82.561401 45.827492 -82.757507 45.844151 -82.842216 45.920269 -82.805283 45.98888 -82.843903 45.99332 -82.991959 45.929989 -83.173073 45.967491 -83.201401 45.95332 -83.232788 45.894161 -83.213348 45.873878 -82.713058 45.783329 -82.097778 45.589161 -82.015007 45.565819 -81.789169 45.69582 -81.750839 45.677761 -81.904449 45.575821 -81.930557 45.598049 -81.990837 45.555538 -81.863617 45.52055) #(-67.20076 45.19215 -67.281387 45.19693 -67.319168 45.148602 -67.359451 45.160542 -67.465012 45.281101 -67.450302 45.31749 -67.482788 45.500271 -67.410828 45.52998 -67.424042 45.59444) #(-70.254028 46.12291 -70.309723 45.980808 -70.248627 45.96471 -70.246109 45.940819 -70.411392 45.804428 -70.388901 45.752769 -70.416946 45.718319 -70.466667 45.711929 -70.696663 45.565262 -70.718887 45.485821 -70.634171 45.428322 -70.639999 45.40498 -70.668877 45.39193 -70.769173 45.436649 -70.824173 45.416088 -70.825562 45.316662 -70.886124 45.238041 -70.955017 45.35387 -71.010567 45.355259 -71.170273 45.25388 -71.303047 45.30304 -71.440567 45.23859 -71.398643 45.199421 -71.496658 45.068878 -71.495003 45.020901) #(-71.495003 45.020901 -71.708344 45.02026 -72.698334 45.019428 -73.090408 45.01363) #(-73.090408 45.01363 -73.206161 45.011921) #(-73.206161 45.011921 -73.335251 45.010021) #(-73.335251 45.010021 -73.355453 45.009708) #(-73.355453 45.009708 -73.694717 45.004711 -74.678047 45.007061) #(-87.305847 44.808601 -87.212509 44.89027 -87.198059 44.9561 -87.172501 44.99749 -87.080292 45.06971 -87.051682 45.24221 -86.995293 45.222759 -86.987503 45.275539 -87.077789 45.297489 -87.341949 45.025829 -87.410278 44.90554 -87.369476 44.838531 -87.305847 44.808601) #(-79.660004 44.751659 -79.708618 44.775829 -79.719177 44.805271 -79.678337 44.841648 -79.688904 44.882488 -79.736954 44.865551 -79.707779 44.83276 -79.743896 44.800541 -79.787231 44.821381 -79.79834 44.896931 -80.079727 45.098598 -80.011124 45.126659 -79.988892 45.15332 -80.026672 45.194439 -80.109734 45.191101 -80.12973 45.24332 -80.077217 45.275829 -80.035278 45.332211 -80.077507 45.398041 -80.128067 45.411652 -80.192497 45.375542 -80.180847 45.33971 -80.307243 45.377491 -80.311111 45.430538 -80.334167 45.379429 -80.353897 45.386379 -80.39473 45.477211 -80.378616 45.570541 -80.412514 45.585541 -80.501404 45.569439 -80.671677 45.807491 -80.674179 45.847488 -80.772232 45.928322 -81.185287 45.94138 -81.162231 45.970829 -81.1689 46.017769 -81.505836 45.977211 -81.497787 46.02026 -81.670288 45.946381 -81.579727 46.011379 -81.701401 46.014149 -81.540848 46.064991 -81.637222 46.122211 -81.747787 46.063599 -81.722778 46.106098 -82.174454 46.12582 -82.307243 46.146381 -82.368896 46.17971 -82.551392 46.174709 -82.688904 46.17527 -82.63028 46.21777 -82.837509 46.181381 -83.379997 46.231659 -83.600067 46.283619) #(-74.678047 45.007061 -74.850281 45.016651 -75.125267 44.920269 -75.485001 44.724701 -75.781738 44.47575) #(-75.781738 44.47575 -75.812233 44.502491) #(-75.781738 44.47575 -75.87999 44.393318 -76.053329 44.346649 -76.434723 44.10471) #(-79.062607 43.272301 -79.058327 43.273041) #(-76.434723 44.10471 -76.793327 43.646099 -77.73999 43.638889 -78.702499 43.638039 -79.184723 43.465542 -79.062607 43.272301) #(-79.062607 43.272301 -79.061661 43.270821) #(-79.058327 43.273041 -78.541946 43.37888 -78.05751 43.382771 -77.555008 43.247761 -77.344727 43.293049 -77.029716 43.276371 -76.773621 43.32999 -76.678619 43.389149 -76.539459 43.46777 -76.2789 43.522209 -76.187233 43.58276 -76.214172 43.653881 -76.208618 43.73637 -76.301964 43.860538 -76.246948 43.888882 -76.058327 43.989159 -76.065567 44.0061 -76.160278 43.970539 -76.214737 43.98888 -76.12529 44.052761 -76.174728 44.072491 -76.305557 44.026932 -76.306671 44.06554 -76.358063 44.085541 -76.343903 44.136379 -75.805008 44.413879 -75.765007 44.461102 -75.781738 44.47575) #(-75.812233 44.502491 -76.34639 44.282768 -76.465286 44.254711 -76.816879 44.152229 -77.045288 44.060261 -77.070007 44.092209 -76.886673 44.17749 -76.920837 44.196381 -76.962509 44.169991 -77.051964 44.138321 -77.027237 44.192211 -77.019447 44.21138 -77.166397 44.171101 -77.235291 44.189709 -77.454727 44.138882 -77.586403 44.088871 -77.575562 44.07888 -77.483902 44.12138 -77.305557 44.150551 -77.296951 44.11388 -77.251106 44.144711 -77.066391 44.172489 -77.128067 44.0336 -76.980827 44.053879 -76.861389 44.11694 -76.853622 44.099152 -77.01001 43.999989 -77.041122 43.95443 -77.031403 43.93055 -76.886124 43.955818 -76.852783 43.939159 -77.148903 43.85416 -77.232788 43.87999 -77.170288 43.954151 -77.289169 43.913879 -77.321953 43.9561 -77.485573 43.942211 -77.581123 44.002769 -77.546951 44.022209 -77.728897 44.03249 -78.281677 43.953041 -78.965561 43.86277 -79.30751 43.680538 -79.472778 43.643879 -79.712784 43.382488 -79.775009 43.3036 -79.743622 43.260818 -79.671951 43.235828 -79.45668 43.204151 -79.062607 43.272301) #(-79.065567 43.09972 -79.061661 43.270821) #(-79.065567 43.09972 -79.053383 43.084141) #(-82.417969 43.019299 -82.13028 43.585258 -82.209442 43.930271 -82.37471 44.642761 -82.543327 45.35582 -82.735001 45.443039 -83.597748 45.826969) #(-84.991302 45.775059 -84.739182 45.797211 -84.458618 45.66082 -84.329727 45.673599 -84.200562 45.62888 -84.108612 45.50832 -84.019447 45.503319 -83.826134 45.433041 -83.710007 45.419708 -83.668327 45.380821 -83.490013 45.356098 -83.385834 45.276371 -83.408623 45.23777 -83.267227 45.037491 -83.314453 45.037491 -83.375839 45.07888 -83.434448 45.063042 -83.461121 44.999989 -83.36557 44.899712 -83.300293 44.80249 -83.333618 44.335541 -83.498901 44.28138 -83.541946 44.249989 -83.58139 44.095268 -83.668617 44.048321 -83.696671 43.998051 -83.839737 44.002209 -83.896118 43.940819 -83.946671 43.729988 -83.891953 43.669708 -83.69278 43.599152 -83.64917 43.613041 -83.529167 43.72694 -83.486679 43.70443 -83.452507 43.75499 -83.253616 43.984989 -83.150284 43.993599 -83.01918 44.051929 -82.918617 44.065269 -82.781403 44.013882 -82.696671 43.926659 -82.629997 43.785549 -82.525558 43.271648 -82.417969 43.019299) #(-82.415863 43.014381 -82.26918 43.051102 -81.748901 43.341381 -81.715843 43.403049 -81.705002 43.55415 -81.739182 44.095539 -81.661667 44.15221 -81.580841 44.346661 -81.545837 44.352772 -81.265839 44.623322 -81.276123 44.7761 -81.368347 44.921379 -81.349731 44.973049 -81.405838 44.992771 -81.462227 45.048321 -81.591667 45.15221 -81.576134 45.19276 -81.702217 45.201099 -81.689453 45.267208 -81.618347 45.249989 -81.291122 45.251659 -81.276123 45.22971 -81.328339 45.167759 -81.248901 44.998051 -81.191391 45.00943 -81.198334 44.971931 -81.110291 44.96027 -81.123611 44.915272 -81.025009 44.967209 -80.948624 44.95776 -81.026947 44.83305 -81.1064 44.795818 -81.123611 44.75082 -80.982788 44.810261 -80.892792 44.7911 -80.882782 44.75555 -80.944733 44.61137 -80.934448 44.593319 -80.826401 44.69054 -80.729446 44.725552 -80.637222 44.720268 -80.578339 44.609711 -80.104446 44.46777 -80.071953 44.476101 -79.995293 44.563599 -79.991119 44.69804 -80.117233 44.762211 -80.103897 44.819988 -80.004997 44.860538 -79.93779 44.863602 -79.876106 44.803879 -79.877792 44.768318 -79.660004 44.751659) #(-82.417969 43.019299 -82.415863 43.014381) #(-82.420624 43.014069 -82.417969 43.019299) #(-86.22998 42.999851 -86.329727 43.225269 -86.353058 43.250271 -86.544167 43.61916 -86.535004 43.678322 -86.433327 43.78471 -86.438339 43.84082 -86.523354 44.04916 -86.518623 44.081928 -86.398354 44.170818 -86.267502 44.365261 -86.228897 44.583321 -86.251953 44.64278 -86.257507 44.709431 -86.085564 44.758598 -86.075287 44.913052 -85.934174 44.980549 -85.855827 44.94804 -85.813904 44.964989 -85.640007 45.183319 -85.599731 45.194149 -85.6539 44.833321 -85.621399 44.785259 -85.605011 44.790272 -85.523064 44.993881 -85.49501 44.997211 -85.478622 44.969711 -85.547501 44.829151 -85.559174 44.76054 -85.520569 44.78027 -85.395569 44.993599 -85.386124 45.267769 -85.325562 45.316101 -85.140007 45.383598 -85.044724 45.374149 -84.920288 45.401932 -84.91806 45.420551 -85.026123 45.438042 -85.095291 45.498878 -85.11084 45.56805 -85.090286 45.61832 -84.940567 45.735821 -84.991302 45.775059) #(-86.353897 45.809158 -86.523903 45.757771 -86.636948 45.609989 -86.714172 45.684711 -86.5439 45.836651 -86.566391 45.894428 -86.779716 45.864712 -86.856949 45.72443 -86.983612 45.696381 -87.004463 45.82888 -86.959167 45.899429 -86.978897 45.919991 -87.004997 45.89526 -87.070847 45.739429 -87.17807 45.656101 -87.303337 45.482491 -87.605011 45.157768 -87.646118 44.988319 -87.843903 44.934158 -88.018623 44.644161 -88.0289 44.555271 -87.938057 44.53915 -87.751953 44.662769 -87.718903 44.733879 -87.630569 44.829708 -87.443893 44.889149 -87.325844 44.794991 -87.333893 44.763882 -87.443893 44.599991 -87.549454 44.31443 -87.496674 44.216099 -87.51889 44.165821 -87.652237 44.081928 -87.729736 43.892769 -87.697243 43.749989 -87.797501 43.5611 -87.910004 43.233879 -87.877228 43.173599 -87.902237 43.01749 -87.868233 42.99622) #(-79.053383 43.084141 -79.031387 43.056091 -79.005051 43.02216 -78.97995 42.97406 -78.917068 42.916161) #(-82.645943 42.555359 -82.586403 42.55859 -82.521393 42.61887 -82.474716 42.751659 -82.48111 42.82943 -82.41333 42.96471 -82.420624 43.014069) #(-82.650726 42.555099 -82.645943 42.555359) #(-79.053383 43.084141 -79.078613 43.081661 -78.932793 42.899429 -79.006958 42.876659 -79.179733 42.878601 -79.354736 42.867489 -80.025558 42.807491 -80.263901 42.758881 -80.340286 42.668598 -80.386124 42.678051 -80.449448 42.623322 -80.440567 42.599152 -80.173073 42.569988 -80.26918 42.555538 -80.898354 42.661652 -81.156403 42.672211 -81.451401 42.607491 -81.654716 42.478039) #(1.7109669 42.473499 1.5333329 42.4361 1.448333 42.450821 1.446388 42.572208 1.4352469 42.597149) #(-79.730827 42.27776 -79.276672 42.522209 -79.09584 42.640541 -78.87529 42.78138 -78.861679 42.841381 -78.936684 42.983318 -78.886124 43.039162 -78.90834 43.068878 -79.022232 43.087212 -79.053383 43.084141) #(-82.645943 42.555359 -82.648903 42.547779 -82.595573 42.509991 -82.4189 42.498322 -82.402237 42.387489 -82.440002 42.341381 -82.493057 42.312771 -82.956123 42.341099 -83.081947 42.289711 -83.101959 42.238319) #(-83.175056 42.120789 -83.101669 42.292759 -82.886124 42.404709 -82.876953 42.525829 -82.838058 42.569988 -82.781403 42.577209 -82.813606 42.621101 -82.811401 42.646648 -82.712509 42.694439 -82.630836 42.678879 -82.620827 42.619431 -82.645943 42.555359) #(-81.654716 42.478039 -81.813904 42.368881 -81.842506 42.27943 -81.892502 42.253319 -81.857788 42.32082 -82.078056 42.251099 -82.388062 42.1236 -82.485001 42.022209 -82.505836 41.913319 -82.551682 41.988319 -82.628067 42.035259 -82.698334 42.035259 -82.828339 41.984989 -82.921951 41.98666 -83.123901 42.06971 -83.101959 42.238319) #(-78.917068 42.916161 -78.94249 42.852489 -79.009453 42.811649 -80.097229 42.396381 -80.267227 42.368591 -81.249161 42.224979 -81.34639 42.180538 -82.425278 41.675541 -82.696663 41.683868 -83.071953 41.859711 -83.16861 42.046101 -83.13797 42.112339 -83.113243 42.251308 -83.098267 42.281239 -83.087769 42.29221 -83.073334 42.301201 -83.048393 42.311169 -82.92305 42.36499 -82.650726 42.555099) #(-87.868233 42.99622 -87.764717 42.78027 -87.811401 42.636929 -87.799179 42.473598 -87.829727 42.346378 -87.809448 42.217491 -87.670288 42.066929 -87.656677 41.97971 -87.564728 41.76804 -87.388634 41.634708 -87.189728 41.629429 -86.966949 41.701931 -86.646667 41.881939 -86.344177 42.30027 -86.236954 42.593319 -86.22998 42.999851) #(-83.175056 42.120789 -83.199448 42.03138 -83.256958 41.934429 -83.303337 41.937481 -83.448624 41.764431 -83.459457 41.71944 -83.414169 41.707489 -83.320557 41.710541 -82.978348 41.53582 -82.889717 41.529991 -82.833618 41.588871 -82.789169 41.542488 -82.734177 41.549709 -82.702507 41.512211 -83.058899 41.458599 -82.977783 41.435551 -82.804459 41.47887 -82.482788 41.39027 -82.305557 41.438042 -81.712784 41.501099 -81.386948 41.70443 -80.853897 41.889149 -80.293327 42.05138 -80.122787 42.156651 -80.069458 42.165272 -79.730827 42.27776) #(-112.3611 40.688881 -112.3231 40.695271 -112.1789 40.776932 -112.1608 40.84721 -112.2614 41.04887 -112.2331 41.076931 -112.1714 41.050819 -112.125 40.971931 -112.0536 40.90971 -112.055 40.938042 -112.1953 41.127491 -112.3467 41.241379 -112.4245 41.2136 -112.4803 41.228039 -112.5234 41.35915 -112.6286 41.42915 -112.7628 41.535549 -112.7858 41.631649 -112.7661 41.659988 -112.795 41.68082 -112.8984 41.65332 -112.9542 41.535259 -112.9295 41.392208 -112.8239 41.248878 -112.7561 41.044708 -112.6833 40.9711 -112.6167 41.08749 -112.5864 41.088039 -112.5667 41.062771 -112.4845 40.935261 -112.3611 40.688881) #(-7.2922521 38.57066 -7.2655559 38.708321 -7.1558328 38.790272 -6.9538889 39.026932 -6.9611111 39.056648 -7.040556 39.122761 -7.1158328 39.10416 -7.1541672 39.122761 -7.1399999 39.173321 -7.2430549 39.213039 -7.2350001 39.276371 -7.313611 39.3447 -7.293612 39.467758 -7.4424992 39.55109 -7.5333328 39.66888 -7.4077778 39.648319 -7.0172219 39.674992 -6.8638892 40.015541 -7.0144448 40.146648 -7.0061111 40.230808 -6.960834 40.240261 -6.7874999 40.341648 -6.8483329 40.44331 -6.791111 40.51804 -6.8391671 40.574989 -6.7977781 40.657761 -6.8294449 40.75526 -6.7997222 40.856091 -6.8916669 40.974701 -6.9244442 41.031368 -6.8086109 41.040539 -6.6813889 41.215542 -6.5983329 41.244148 -6.433888 41.322491 -6.3186111 41.387211 -6.3294449 41.41526 -6.2177782 41.52943 -6.1944442 41.59304 -6.3558331 41.677761 -6.4977779 41.65749 -6.539444 41.679428 -6.562778 41.745258 -6.5086122 41.873871 -6.5686111 41.887211 -6.5450001 41.937199 -6.5816669 41.96748 -6.628056 41.94109 -6.809444 41.990261 -6.8377781 41.947201 -7.1522231 41.98859 -7.2005558 41.883598 -7.4272218 41.812481 -7.456944 41.864429 -7.5244451 41.840542 -7.6119442 41.83498 -7.5916672 41.879711 -7.706111 41.90443 -7.8800001 41.852772 -7.8861108 41.923321 -7.9122219 41.889709 -7.9819441 41.866379 -8.1408348 41.809151 -8.2188892 41.913601 -8.082777 42.025261 -8.0900002 42.068878 -8.185833 42.064701 -8.2013893 42.15221 -8.6211109 42.0536 -8.8123951 41.90453) #(-7.3070712 38.425598 -7.3297219 38.447201 -7.3011112 38.52499 -7.2922521 38.57066) #(128.3654 38.622532 128.3036 38.58387 128.3105 38.501659 128.2733 38.423599 128.13409 38.32832 127.8227 38.29916 127.7764 38.333321 127.1975 38.311932 126.9905 38.21804 126.7666 37.968319 126.6866 37.94804 126.6886 37.82732) #(-7.4181652 37.17337 -7.5141668 37.573318 -7.2975001 37.848042 -7.2547231 37.987492 -7.146111 38.00526 -7.0069451 38.028042 -6.9441662 38.162762 -6.9480548 38.218319 -7.0877781 38.174431 -7.1441669 38.27026 -7.3070712 38.425598) #(42.373852 37.059639 42.366089 37.11018) #(36.30859 34.682758 36.305538 34.668049 36.153591 34.638599 35.970718 34.649509) #(42.373852 37.059639 41.835258 36.598869 41.403042 36.525539 41.290272 36.355549 41.25499 36.054989 41.37804 35.838589 41.383869 35.625259 41.27776 35.495541 41.211369 35.194698 41.229149 34.788319 41.00388 34.41943) #(36.382511 33.833309 36.283329 33.917759 36.420818 34.051651 36.624981 34.203869 36.58971 34.238041 36.60054 34.309429 36.559151 34.323601 36.55109 34.42609 36.424431 34.501659 36.338871 34.519711 36.42915 34.60693 36.37804 34.638599 36.344429 34.689152 36.30859 34.682758) #(77.831413 35.480751 77.869957 35.44915 77.920242 35.43803 78.05191 35.505821 78.088028 35.476929 78.06636 35.43137 78.023857 35.274429 78.087189 35.160809 78.299133 34.65498 78.368301 34.59304 78.631638 34.55304 78.974693 34.36499 79.011917 34.283871 79.00386 34.22942 78.967743 34.189152 78.74913 34.092209 78.731918 34.04332 78.785522 33.893879 78.795593 33.728989) #(78.795593 33.728989 78.798141 33.68718) #(78.798141 33.68718 78.806633 33.548611 78.837479 33.478039 78.937408 33.408649) #(41.00388 34.41943 40.277481 34.07777 38.794552 33.377232) #(35.619282 33.248661 35.810539 33.360821 35.824429 33.40221 36.059151 33.57943 36.052761 33.598042 35.934978 33.646099 35.971088 33.718868 36.111099 33.834709 36.382511 33.833309) #(35.619282 33.248661 35.566662 33.290272 35.504711 33.094151 35.349152 33.063042 35.316929 33.107208 35.097061 33.09211) #(35.614819 32.89716 35.622478 32.987759 35.590542 33.017761 35.639431 33.049709 35.669708 33.251659 35.619282 33.248661) #(35.6394 32.81448 35.614819 32.89716) #(35.631649 32.749989 35.6394 32.81448) #(35.599171 32.715031 35.631649 32.749989) #(35.93998 32.699162 35.793598 32.744148 35.63345 32.686508) #(35.63345 32.686508 35.599171 32.715031) #(35.563599 32.65192 35.63345 32.686508) #(-114.7186 32.718319 -115.1622 32.686649 -117.1236 32.536789) #(-114.8094 32.50388 -114.7186 32.718319) #(35.552929 32.393791 35.56332 32.44109 35.55415 32.521381 35.563599 32.65192) #(38.794552 33.377232 38.722759 33.340542 38.449711 33.197479 38.177761 33.053871 37.906368 32.909431 37.636101 32.763882 37.367489 32.618038 37.098591 32.470268 36.837761 32.313599 36.674709 32.343601 36.400261 32.381939 36.324989 32.451099 36.080269 32.538879 35.93998 32.699162) #(38.794552 33.377232 38.797489 33.371651 38.899712 33.144711 39.001381 32.917759 39.102211 32.69165 39.20277 32.464432 39.303082 32.237339) #(-2.211518 35.09972 -2.2052779 35.05138 -1.7472219 34.747211 -1.853333 34.60054 -1.686389 34.48526 -1.793334 34.378319 -1.6536109 34.08498 -1.726667 33.69553 -1.6419441 33.650822 -1.600278 33.556931 -1.666667 33.38332 -1.665555 33.256649 -1.478889 33.058041 -1.487222 32.979149 -1.542778 32.939419 -1.383055 32.72443 -1.010556 32.50832 -1.078056 32.441368 -1.196389 32.404701 -1.25 32.326931 -1.253889 32.21471) #(35.000851 31.98558 34.985821 32.132481 35.07999 32.470539 35.222759 32.551929 35.412201 32.50082 35.432209 32.4161 35.552929 32.393791) #(35.108921 31.83342 34.971088 31.824711 34.963322 31.858891 35.03054 31.883881 35.000851 31.98558) #(-106.5203 31.78055 -108.2086 31.783331) #(35.53233 31.75005 35.54887 31.82777 35.541931 31.94166 35.52248 31.998329 35.540821 32.085541 35.552929 32.393791) #(35.478649 31.497829 35.53233 31.75005) #(35.478649 31.497829 35.39592 31.491739) #(35.39592 31.491739 35.394711 31.491659 35.320271 31.439159 35.138599 31.36194 34.904148 31.363609 34.88443 31.404711 34.953602 31.594721 35.02026 31.658051 35.226372 31.74777 35.219978 31.808331 35.108921 31.83342) #(-111.0458 31.33305 -112.87 31.91416 -114.8094 32.50388) #(-108.2086 31.783331 -108.2083 31.33305) #(-108.2083 31.33305 -111.0458 31.33305) #(35.431881 31.323191 35.46582 31.38055 35.478649 31.497829) #(35.417191 31.234671 35.399429 31.26833 35.431881 31.323191) #(34.490261 31.596661 34.55859 31.533051 34.364151 31.360821 34.370541 31.29472 34.267078 31.216261) #(34.267078 31.216261 34.21748 31.322491) #(32.306629 31.19339 32.316101 31.259159) #(35.441792 31.089331 35.4622 31.149441 35.417191 31.234671) #(35.392208 30.943331 35.441792 31.089331) #(32.319149 30.811939 32.314159 30.96999 32.306629 31.19339) #(42.977482 30.72777 42.42387 30.963329 41.22221 31.4711 40.002491 32.0611 39.303082 32.237339) #(47.422771 30.641661 47.62999 30.678049 47.626381 30.702499 47.412209 30.730551 47.516651 30.787769 47.51582 30.81222 47.39526 30.81555 47.332211 30.740549 47.197769 30.751659 47.187481 30.80805 47.03054 30.801109 46.885269 30.91444 46.676929 30.8825 46.727211 30.85388 46.851101 30.78055 46.794991 30.73527 46.860538 30.708611 46.914711 30.737221 46.866379 30.76083 47.00526 30.74305 47.097759 30.731661 47.391651 30.699989 47.422771 30.641661) #(32.29874 30.56299 32.30032 30.58827 32.347488 30.71277 32.319149 30.811939) #(35.157269 30.415661 35.20026 30.56777 35.28471 30.718599 35.337761 30.88694 35.392208 30.943331) #(32.357189 30.412901 32.29874 30.56299) #(11.52714 33.165779 11.49166 33.034988 11.47055 32.627762 11.58333 32.490822 11.5675 32.442211 11.51667 32.40942 10.8825 32.139149 10.78722 32.008881 10.62472 31.970551 10.61361 31.85638 10.46667 31.72027 10.38 31.730551 10.30639 31.713051 10.13944 31.509991 10.12333 31.422489 10.29055 30.90666 10.21527 30.736099 9.8822174 30.34749 9.5320244 30.236059) #(8.6302299 36.942989 8.6163864 36.894989 8.6572208 36.867489 8.6499977 36.835258 8.4238873 36.790539 8.4211102 36.764431 8.4716635 36.75304 8.475275 36.717201 8.4430542 36.654701 8.2313862 36.567211 8.183609 36.524151 8.1908321 36.49165 8.3736076 36.444698 8.2627773 35.901089 8.2736092 35.758598 8.3402729 35.677479 8.3622189 35.521931 8.3094435 35.427212 8.3083324 35.339149 8.3449974 35.287209 8.4272213 35.26749 8.4508305 35.233871 8.4011097 35.192211 8.2613888 34.910259 8.2886105 34.752769 8.2266636 34.69553 8.2474976 34.641102 7.8397222 34.412479 7.767499 34.23637 7.6569428 34.21249 7.5272222 34.101929 7.4916658 33.899712 7.5224991 33.788601 7.724165 33.439419 7.7319431 33.248322 7.7649989 33.208599 8.0227757 33.112759 8.0902748 33.114429 8.3061066 32.834148 8.3511086 32.531101 9.0591621 32.091091 9.1955528 31.56916 9.5320244 30.236059) #(32.56258 30.190121 32.56749 30.236111 32.469151 30.279989 32.385639 30.41921 32.357189 30.412901) #(80.858582 30.174709 80.904137 30.21693 80.936363 30.181379 81.027397 30.2047) #(32.58007 29.95192 32.56258 30.190121) #(-1.253889 32.21471 -1.292778 32.159149 -1.198611 32.166931 -1.177778 32.11499 -1.213055 32.08971 -1.5 32.10804 -2.220278 32.14999 -2.865278 32.084709 -2.938333 32.02887 -2.9725001 31.85083 -3.518889 31.67277 -3.7147219 31.716379 -3.8186109 31.695551 -3.835278 31.65027 -3.835556 31.46693 -3.7247219 31.394711 -3.804167 31.339161 -3.7963891 31.221661 -3.825556 31.18277 -3.815556 31.152491 -3.7244439 31.188601 -3.5980549 31.086109 -3.602222 30.991381 -3.646667 30.9611 -4.0272231 30.90666 -4.1738892 30.766109 -4.4302778 30.637211 -4.5919452 30.626381 -4.9424992 30.49221 -5.145 30.186661 -5.396111 29.974159 -5.5938892 29.89694) #(34.961922 29.5511 34.965542 29.56249 34.9734 29.58552 35.166931 30.151661 35.140541 30.23971 35.181931 30.36694 35.157269 30.415661) #(34.901539 29.49379 34.865822 29.58416 34.862209 29.67388 34.833321 29.777769 34.78915 29.890829 34.754711 30.0 34.7136 30.11277 34.667759 30.22583 34.622478 30.338329 34.543598 30.429991 34.520538 30.5411 34.501099 30.653049 34.450539 30.765829 34.39415 30.87888 34.352211 30.991659 34.309711 31.104441 34.267078 31.216261) #(43.999882 29.46003 43.59082 29.607771 43.612759 30.10277 43.658321 30.37944 43.062481 30.414721 42.977482 30.72777) #(-101.0342 29.453039 -101.142 29.49194 -101.235 29.6161 -101.3019 29.57638 -101.3061 29.631109) #(43.999882 29.46003 44.71489 29.205379) #(39.303082 32.237339 39.275822 32.216648 39.00499 32.00555 38.860821 31.970551 38.594429 31.90527 38.32832 31.839439 38.062481 31.77305 37.79887 31.707211 37.533871 31.640551 37.269428 31.57333 37.00526 31.50555 37.098042 31.41333 37.326382 31.1861 37.551929 30.96027 37.776932 30.73221 38.001381 30.504169 37.93082 30.468599 37.667488 30.33638 37.61998 30.240271 37.51054 30.018049 37.262211 29.95916 37.002769 29.91221 36.743599 29.864719 36.698589 29.79805 36.54916 29.57527 36.328041 29.37722 36.069981 29.188881 35.98888 29.201929 35.732479 29.242491 35.475811 29.28249 35.218868 29.321939 34.96096 29.362431) #(80.149696 29.11249 80.25914 29.149441 80.23996 29.21471 80.28775 29.205549 80.306923 29.310551 80.275803 29.322491 80.241348 29.439989 80.409973 29.60638 80.37413 29.74416 80.420242 29.78916 80.479973 29.796659 80.875519 30.143049 80.858582 30.174709) #(46.541611 29.10416 46.55526 29.11249 46.883598 29.502769 47.128868 29.97471 47.169979 30.01527 47.35693 30.082211 47.731369 30.083879 47.950439 30.01302) #(44.71489 29.205379 45.464989 29.47443 45.774151 29.368601 46.541611 29.10416) #(-101.3061 29.631109 -101.3558 29.660549 -101.405 29.77277 -101.5314 29.76416 -101.5417 29.81472 -101.5756 29.773331 -101.8336 29.79583 -102.3147 29.883329 -102.385 29.769711 -102.6703 29.742769 -102.7611 29.59277 -102.8195 29.39666 -102.8861 29.340549 -102.8625 29.224159 -102.9044 29.216101 -103.0353 29.0986 -103.0775 29.091101 -103.1105 29.00333 -103.1542 28.98138 -103.4011 29.036381 -103.5433 29.14916 -103.6358 29.158331 -103.7611 29.22472 -103.9992 29.31361 -104.4425 29.588051 -104.6803 29.945551 -104.6822 30.18749 -104.8114 30.34972 -104.8672 30.50222 -105.125 30.74972 -105.2667 30.799721 -105.4975 30.954161 -105.8714 31.291941 -106.2144 31.475269 -106.3358 31.68944 -106.5203 31.78055) #(44.71489 29.205379 44.741928 29.19055 45.508881 28.774719 45.764992 28.856939 46.541611 29.10416) #(-8.6692944 28.70929 -8.495554 28.79055 -8.3577766 28.919161 -8.0466671 29.093611 -7.622777 29.391939 -7.434166 29.397221 -7.1997209 29.594721 -6.5755558 29.57111 -6.5111108 29.6336 -6.4744439 29.83305 -6.4002781 29.80444 -6.1913881 29.809719 -5.5938892 29.89694) #(46.541611 29.10416 46.69804 29.08638 47.460819 28.99888 47.53915 28.8561 47.57526 28.699989 47.684151 28.561939 48.419731 28.544359) #(-8.6692944 28.70929 -8.6692944 27.66885) #(-8.6692944 27.66885 -9.9338894 27.66666 -13.17693 27.665079) #(83.923683 27.452971 83.832748 27.42749 83.878304 27.36861 83.858307 27.352221 83.607742 27.46916 83.386368 27.472771 83.389969 27.39666 83.330544 27.33749 83.275803 27.34333 83.176361 27.448879 82.76442 27.50527 82.70108 27.711109 82.424133 27.67944 82.170807 27.85722 81.999687 27.922211 81.880249 27.85722 81.476067 28.08333 81.470253 28.1236 81.388313 28.17444 81.319977 28.129999 81.188858 28.36916 80.910522 28.45722 80.831093 28.50527 80.569977 28.684719 80.505539 28.658331 80.508591 28.56694 80.440247 28.62888 80.357742 28.62944 80.313019 28.69721 80.055801 28.836109 80.06218 28.93638 80.12468 28.984159 80.149696 29.11249) #(-8.6692944 27.66885 -8.6692944 27.280199) #(88.142357 27.86809 88.195801 27.841379 88.045807 27.48527 88.06665 27.436939 88.013031 27.21221) #(88.750549 27.14727 88.806351 27.25305 88.901367 27.282221 88.917877 27.321039) #(-99.458618 27.04694 -99.440826 27.253611 -99.483887 27.28278 -99.503067 27.56583 -99.544159 27.610821 -99.70723 27.661659 -99.745003 27.72138 -99.835564 27.77527 -99.881943 27.90638 -99.99472 27.999439 -100.0131 28.068609 -100.1967 28.208891 -100.3317 28.40555 -100.3275 28.509159 -100.44 28.61694 -100.4958 28.740271 -100.5656 28.83971 -100.6683 29.113331 -100.7661 29.17444 -100.7753 29.233049 -101.0181 29.388599 -101.0342 29.453039) #(91.659554 27.76511 91.6008 27.66666 91.598022 27.62499 91.631348 27.536381 91.765533 27.45694 91.775253 27.4161 92.007751 27.471939 92.11441 27.28583 92.015259 27.168051 92.015533 27.08083 92.083313 27.02277 92.112183 26.920271 92.069977 26.86194 91.997192 26.85194 91.915253 26.893881 91.916924 26.85416 91.8358 26.863331 91.712479 26.799999 91.542191 26.80444 91.492188 26.87472 91.418854 26.873329 91.371353 26.800831 91.307457 26.778049 90.682457 26.77417 90.392197 26.903601 90.344131 26.894159 90.143044 26.75333 89.98996 26.73583 89.841919 26.70138 89.618301 26.72694 89.636093 26.771111 89.360786 26.859989 89.22081 26.81472 89.110237 26.829161 88.921631 26.98777 88.873016 26.95499 88.867737 27.080549 88.843307 27.108601 88.750549 27.14727) #(-99.172501 26.56361 -99.271118 26.861389 -99.349167 26.88166 -99.380829 27.00388 -99.458618 27.04694) #(86.948517 26.53265 86.7258 26.421379 86.325813 26.614161 86.206627 26.58555 86.029419 26.66305 85.85553 26.570271 85.80719 26.602489 85.728577 26.67305 85.726067 26.801661 85.623291 26.86694 85.334412 26.735821 85.211639 26.766939 85.18663 26.794991 85.194412 26.854441 85.167191 26.870831 85.036362 26.85055 84.933296 26.967489 84.750259 27.0075 84.644127 27.05666 84.681084 27.140829 84.679138 27.23527 84.594971 27.34194 84.297737 27.38833 84.192459 27.476379 84.098862 27.516109 84.040253 27.44471 83.923683 27.452971) #(88.013031 27.21221 87.996918 27.102489 88.149139 26.920271 88.192734 26.73138 88.089417 26.43111 88.003311 26.36721 87.921913 26.448601 87.593033 26.37944 87.476913 26.435551 87.390533 26.414709 87.328033 26.347771 87.133591 26.41333 87.053848 26.587219 86.994423 26.528879 86.948517 26.53265) #(-8.6692944 27.280199 -8.667223 26.000271) #(-8.667223 26.000271 -8.7672234 25.99971 -12.00083 26.0) #(95.020714 25.92828 95.134979 26.00194 95.17746 26.070829 95.08165 26.22805 95.068314 26.3486 95.148323 26.620001 95.253593 26.67944 95.271088 26.64472 95.449692 26.715549 95.519417 26.82305 95.610786 26.821381 95.65802 26.895281 95.717743 26.89138 95.773857 26.97221 95.919128 27.035549 96.035797 27.19249 96.194122 27.27083 96.524139 27.294161 96.60997 27.36694 96.763603 27.355829 96.88414 27.254721 96.861359 27.21027 96.888313 27.178049 96.991913 27.13472 97.144417 27.092489 97.158859 27.138611 96.957199 27.384159 96.895523 27.564989 97.249397 27.90749 97.299133 27.91666 97.3172 27.87833 97.367737 27.89666 97.394127 28.01861 97.316071 28.089161 97.349548 28.22267) #(89.853439 25.894751 89.863297 25.94138 89.861649 25.943859 89.853638 25.955959 89.673576 26.228331 89.629959 26.22333 89.589142 26.153601 89.636368 26.070829 89.553017 25.96221 89.512756 26.003599 89.432739 25.998329 89.149406 26.141939 89.074692 26.384991 88.953857 26.44611 88.91803 26.367769 88.99469 26.33555 89.055237 26.242491 89.00798 26.230169) #(-97.136841 25.96471 -97.351936 25.912491 -97.343887 25.85861 -97.367493 25.839439 -97.479721 25.88583 -97.61972 26.007771 -97.713333 26.0275 -97.788597 26.06444 -98.066673 26.03833 -98.083328 26.069719 -98.147507 26.05916 -98.300278 26.10638 -98.523903 26.239441 -98.93222 26.392771 -99.005569 26.38666 -99.106659 26.422489 -99.089722 26.49527 -99.172501 26.56361) #(89.826553 25.767401 89.853439 25.894751) #(56.2719 25.634899 56.21471 25.615271 56.1436 25.6761 56.185539 26.014721 56.158871 26.083599 56.081211 26.066441) #(-4.8063889 25.000271 -5.148056 25.21277 -6.897223 26.26749 -8.6692944 27.280199) #(-4.8063889 25.000271 -6.5774999 24.999161) #(92.496613 24.889931 92.402191 25.033331 92.093582 25.17749 92.003036 25.181931 91.4758 25.139429 91.257751 25.207769 90.82164 25.149719 90.776077 25.1761 90.412483 25.14888 90.327759 25.18499 89.837753 25.296101 89.814407 25.37388 89.863297 25.64749 89.820251 25.73749 89.826553 25.767401) #(89.00798 26.230169 88.92775 26.27944 88.883591 26.27833 88.849411 26.231661 88.763603 26.299999 88.699402 26.26944 88.671631 26.28944 88.741348 26.323601 88.694122 26.391939 88.429138 26.555 88.419418 26.59638 88.401077 26.625271 88.334702 26.48666 88.353577 26.45166 88.378021 26.489429 88.49469 26.450001 88.522476 26.355829 88.457474 26.36916 88.373863 26.303049 88.179688 26.14333 88.183296 26.03389 88.131073 25.989161 88.10524 25.86916 88.15831 25.77833 88.257477 25.815001 88.287483 25.794161 88.521088 25.53194 88.70108 25.46805 88.772476 25.51639 88.84108 25.454161 88.82164 25.401661 88.882462 25.32638 89.005814 25.305269 89.006363 25.278049 88.944687 25.196939 88.558853 25.18305 88.450813 25.187771 88.438019 25.02305 88.332199 24.867491 88.215263 24.948879 88.135246 24.91832 88.1633 24.881941 88.043297 24.68416 88.074783 24.64052) #(51.21603 24.61903 51.10862 24.55559) #(50.827641 24.75386 50.969429 24.57777 51.10862 24.55559) #(91.946617 24.34944 91.997742 24.326111 91.974693 24.37888 92.098022 24.37888 92.135246 24.41416 92.248581 24.742491 92.248016 24.896379 92.281647 24.907221 92.38942 24.857771 92.496613 24.889931) #(-97.713623 24.26638 -97.611389 24.723881 -97.538071 25.0686 -97.472504 25.200001 -97.422791 25.346939 -97.394997 25.413879 -97.436684 25.425831 -97.472778 25.44916 -97.537231 25.44194 -97.535278 25.30694 -97.631958 25.31222 -97.625839 25.36694 -97.6875 25.36277 -97.713058 25.260559 -97.753067 25.25555 -97.694458 25.23333 -97.713058 25.019991 -97.759171 24.96472 -97.662231 24.95055 -97.625557 24.90472 -97.730827 24.849991 -97.688606 24.7411 -97.712784 24.688881 -97.691963 24.66861 -97.670013 24.695551 -97.718338 24.477209 -97.743057 24.479719 -97.826683 24.56111 -97.837784 24.440269 -97.811111 24.415831 -97.761948 24.42667 -97.708344 24.44388 -97.726959 24.27916 -97.713623 24.26638) #(88.074783 24.64052 88.125519 24.50861 88.554688 24.309441 88.691071 24.31666 88.737473 24.25083 88.743851 24.18749 88.708313 24.171379 88.707748 24.108049) #(93.397751 23.783051 93.384407 23.921379 93.328033 23.981661 93.336639 24.073601 93.364143 24.09111 93.405807 24.076389 93.477188 23.967489 93.529137 23.964161 93.635803 24.016939 94.036636 23.91777 94.128304 23.843611 94.15358 23.85972 94.279968 24.228609 94.359131 24.37166 94.389137 24.48 94.508591 24.61138 94.538567 24.708891 94.597748 24.725269 94.735519 25.030279 94.728577 25.136379 94.588867 25.189989 94.577469 25.24527 94.634979 25.409719 94.878571 25.591101 95.039139 25.75111 95.020714 25.92828) #(11.98645 23.52232 11.55889 24.30249 10.71527 24.567209 10.42222 24.47805 10.25222 24.605829 10.21833 24.75111 10.05444 24.838051 10.02666 25.33749 9.3983307 26.15332 9.3930531 26.18277 9.4299955 26.233049 9.4994392 26.357491 9.6386089 26.41555 9.8763847 26.528879 9.9305515 26.859711 9.8483315 26.9086 9.7349949 27.323879 9.8391628 27.508051 9.8138847 27.57638 9.8811073 27.621111 9.9541655 27.868601 9.7902737 28.27055 9.8733311 28.859159 9.7647209 29.433331 9.5666637 29.80694 9.3038864 30.12249 9.5320244 30.236059) #(-12.00083 26.0 -12.00056 23.454439) #(-12.00056 23.454439 -12.59639 23.27643) #(-6.3566632 23.146021 -6.371388 23.289709 -6.5774999 24.999161) #(92.174408 23.73628 92.030533 23.645269 92.004967 23.678329 91.945801 23.722771 91.967468 23.51277 91.952469 23.47999 91.844971 23.410271 91.767197 23.25666 91.795242 23.19499 91.809967 23.07444 91.613586 22.94305 91.546631 23.00305 91.500259 23.14749 91.426071 23.26194 91.392754 23.26333 91.377457 23.20694 91.40358 23.07444 91.339973 23.10499 91.282204 23.373329 91.159126 23.653049 91.273857 23.97444 91.361076 23.99527 91.376068 24.03388 91.370796 24.097771 91.404694 24.11055 91.482193 24.090549 91.631638 24.11305 91.657204 24.224159 91.714691 24.14888 91.755249 24.158331 91.757751 24.239161 91.789139 24.22805 91.846359 24.181379 91.899979 24.15694 91.932457 24.275551 91.91774 24.32666 91.946617 24.34944) #(93.098587 22.78944 93.144127 22.9011 93.124969 23.014441 93.147202 23.053881 93.206627 23.05722 93.238861 23.00889 93.293579 23.008881 93.35025 23.07333 93.404419 23.47555 93.397751 23.783051) #(88.707748 24.108049 88.727188 24.0536 88.733032 23.915831 88.614143 23.87249 88.598022 23.84721 88.568039 23.641109 88.789963 23.46027 88.711357 23.308611 88.733856 23.24333 88.847198 23.242769 88.986633 23.195829 88.868851 23.082769 88.864693 22.960831 88.973297 22.83333 88.942497 22.63409) #(15.00063 23.00037 14.235 22.614161 13.59555 23.139429 13.41722 23.21471 11.98645 23.52232) #(56.37582 24.964439 56.02462 25.039221 56.02462 24.2061 55.694012 23.79615 55.694012 22.288589) #(114.22119 22.548855 114.3139 22.49749 114.1602 22.44944 114.2016 22.38166 114.3139 22.47555 114.39 22.42972 114.373 22.365 114.2772 22.387489 114.2536 22.35305 114.3 22.2775 114.2364 22.29361 114.1344 22.32999 113.91 22.362499 113.8966 22.40694 114.03134 22.510466) #(93.098587 22.78944 93.119957 22.52722 93.182739 22.427771 93.191071 22.248329 93.142471 22.236931 93.163452 22.19154) #(113.5606 22.210602 113.5525 22.18305 113.52873 22.181513) #(113.54643 22.152607 113.54906 22.157171 113.55266 22.157171 113.55445 22.154406 113.55266 22.15164 113.54906 22.15081 113.54643 22.152607) #(113.55266 22.1255 113.55266 22.120106 113.55348 22.116371 113.55791 22.115541 113.56234 22.11734 113.5651 22.121904 113.56331 22.129095 113.55971 22.131861 113.55445 22.130894 113.55266 22.128128 113.55266 22.1255) #(89.059837 22.098761 89.064438 22.117109 89.096359 22.148609 89.007202 22.276381 88.997742 22.465549 88.95108 22.55583 88.942497 22.63409) #(50.826099 24.747511 50.84734 24.25238 51.495319 23.604389 52.090408 22.52001 55.502258 22.057159 55.694012 22.288589) #(25.00355 22.001301 25.00111 22.475821 24.999439 23.82972 24.99777 25.18 24.999439 26.53944 25.00222 27.89888 24.99777 29.24888 24.876101 29.51194 24.88694 29.663879 24.817209 29.77416 24.831381 29.88666 24.706381 30.156099 24.72694 30.233879 24.9286 30.511101 25.0186 30.793051 24.868879 31.16194 24.87471 31.383881 24.948601 31.428881 25.069719 31.581659 25.13423 31.63933) #(33.183491 22.001301 32.8311 22.00083 32.144428 22.00333 31.45388 21.998329 31.515829 22.170549 31.48555 22.216379 31.441099 22.23221 31.38916 22.206659 31.277491 21.999161 31.080271 21.9986 30.384991 22.000271 29.69083 21.998051 29.0002 22.001301) #(35.624592 23.128 35.226929 22.77083 34.969151 22.8486 34.713871 22.288879 34.17165 22.196659 34.10059 21.99802) #(34.10059 21.99802 33.850819 21.999439 33.183491 22.001301) #(29.0002 22.001301 28.815269 22.0 28.178329 22.002489 27.551941 21.99777 26.91444 21.99666 26.2761 21.998329 25.6311 21.999161 25.00355 22.001301) #(36.89061 22.00102 36.552479 21.9986 35.882198 21.99777 35.208599 22.000271 34.539711 21.995541 34.10059 21.99802) #(92.601303 21.98217 92.562469 22.13805 92.604424 22.151661 92.514687 22.721939 92.468582 22.761669 92.459702 22.853319 92.394417 22.91777 92.348587 23.22361 92.383591 23.284719 92.311897 23.526381 92.288857 23.69611 92.252197 23.72249 92.227188 23.65971 92.206917 23.65444 92.174408 23.73628) #(92.601303 21.98217 92.68219 22.03138 92.697456 22.15222 92.718582 22.15971 92.812737 22.09638 92.901077 21.9536 92.950256 22.02916 92.984703 21.991381 93.006088 22.00388 93.040527 22.15888 93.058006 22.21027 93.163452 22.19154) #(-0.002362632 21.826361 -1.429444 22.80694 -3.1002779 23.91416 -4.8063889 25.000271) #(34.10059 21.99802 34.018318 21.768049 33.57193 21.72332 33.183491 22.001301) #(101.1524 21.564671 101.1518 21.57086) #(-12.59639 23.27643 -12.99861 23.024719 -13.10555 22.893049 -13.15028 22.7575 -13.07917 22.51055 -13.0 21.338051) #(1.169242 21.099899 -0.002362632 21.826361) #(92.263199 21.05447 92.193298 21.179159 92.201637 21.342489 92.376907 21.474159 92.416077 21.434719 92.420517 21.382219 92.467468 21.359989 92.553574 21.3736 92.585251 21.26333 92.607468 21.250549 92.669418 21.29694 92.636917 21.3911 92.601303 21.98217) #(11.98645 23.52232 11.84444 23.44194 10.36083 22.5886 8.8944445 21.72221 7.4544892 20.852131) #(-13.0 21.338051 -13.39555 21.340269 -15.17028 21.336941 -16.953051 21.338329 -17.05435 20.917931 -17.05435 20.770069) #(100.0923 20.349291 100.0966 20.35833 100.1861 20.65332 100.3761 20.828051 100.5158 20.803881 100.5705 20.81777 100.648 20.8736 100.6336 20.89138 100.538 20.86694 100.5133 20.88777 100.5455 21.02527 100.6091 21.04277 100.7322 21.314159 100.8347 21.30249 101.0052 21.400829 101.1616 21.53055 101.1524 21.564671) #(100.0923 20.349291 99.959137 20.455271 99.79747 20.331381 99.666367 20.311939 99.456093 20.388611) #(100.5811 20.157619 100.5205 20.144991 100.4528 20.193331 100.3761 20.34416 100.3086 20.3936 100.25 20.37916 100.1597 20.234989 100.0972 20.2561 100.0923 20.349291) #(104.0404 19.694441 104.1391 19.65999 104.1641 19.68832 104.3086 19.686939 104.3206 19.661501) #(104.3206 19.661501 104.4136 19.693331 104.523 19.60471 104.645 19.615549 104.6616 19.66888 104.8364 19.79138 104.8461 19.853319 104.7788 19.874161 104.8525 19.945271 104.96 19.986931 104.9808 20.0186 104.935 20.185551 104.6805 20.21888 104.6788 20.28055 104.7139 20.29027 104.7069 20.345551 104.6025 20.41971 104.5105 20.408051 104.3886 20.43861 104.3813 20.46055 104.4708 20.53722 104.5511 20.51638 104.6436 20.660271 104.5853 20.67388 104.348 20.83444 104.1091 20.977209 104.0769 20.958321 103.8036 20.845831 103.7894 20.7486 103.7294 20.724159 103.7383 20.669991 103.6872 20.658331 103.4486 20.82777 103.4169 20.794161 103.1664 20.85083 103.0308 21.059999 102.9669 21.078609 102.9166 21.23444 102.823 21.26083 102.9005 21.302771 102.9438 21.45471 102.875 21.43277 102.9619 21.544161 102.9889 21.68277 102.965 21.74888 102.9394 21.72471 102.8614 21.718321 102.8583 21.826941 102.8289 21.847771 102.8072 21.828051 102.8175 21.733601 102.7469 21.66638 102.6711 21.662491 102.6405 21.86305 102.5055 21.96221 102.4194 22.12055 102.2675 22.21777 102.1405 22.395889) #(23.999559 19.497761 24.00083 20.00194 24.37277 19.995819 25.00083 19.999161 25.00222 20.644159 25.00355 22.001301) #(23.999559 19.497761 21.394711 20.852209 18.363609 22.34444 16.00083 23.45055 15.00063 23.00037) #(104.0698 19.40983 104.1225 19.497219 104.0366 19.611099 104.0404 19.694441) #(103.8791 19.29343 103.9877 19.39916 104.0698 19.40983) #(93.868301 19.26123 93.935066 19.17086) #(7.4544892 20.852131 5.812499 19.4461 4.245091 19.146191) #(-71.678329 19.098881 -71.62944 19.219709 -71.696381 19.241659 -71.766953 19.33194 -71.739723 19.345551 -71.692207 19.498329 -71.75148 19.700171) #(55.694012 22.288589 56.011391 22.288589 56.011391 21.23065 51.999149 18.99888) #(1.169242 21.099899 1.161389 20.761101 1.178888 20.732771 1.326667 20.73333 1.375 20.65749 1.483333 20.63916 1.6630549 20.53611 1.665555 20.442209 1.8102781 20.301109 1.881111 20.30138 1.908888 20.23138 2.102499 20.220831 2.178055 20.27944 2.2180541 20.27916 2.323611 20.19944 2.4216659 20.053049 2.8463881 19.97471 3.2349999 19.81555 3.218333 19.532221 3.248055 19.512211 3.272222 19.3736 3.1536109 19.223049 3.121388 19.136101 3.331944 18.976379 4.245091 19.146191) #(-71.853882 18.96888 -71.678329 19.098881) #(-71.991524 18.608589 -71.97084 18.624161 -71.887512 18.61138 -71.726387 18.716101 -71.710007 18.798889 -71.779167 18.957769 -71.853882 18.96888) #(-71.94635 18.542459 -71.991524 18.608589) #(99.456093 20.388611 99.555801 20.199711 99.533859 20.147221 99.319138 20.06666 99.170242 20.12805 99.066933 20.086109 99.026367 19.82555 98.908859 19.748051 98.836906 19.81638 98.671631 19.7486 98.555801 19.67499 98.509697 19.71249 98.253593 19.67305 98.080811 19.808611 98.045517 19.79833 98.034973 19.643881 97.983582 19.62388 97.792191 19.395821 97.837479 19.29361 97.7883 19.276939 97.842194 19.204439 97.833862 19.096939 97.678299 18.928049 97.748863 18.85944 97.774689 18.56999 97.6633 18.566111 97.534126 18.48971 97.442459 18.497219 97.361908 18.583879) #(-88.281982 18.48521 -88.405273 18.48971 -88.492218 18.46777 -88.617691 18.21624) #(-71.771477 18.05423 -71.748894 18.095551 -71.769173 18.202209 -71.694717 18.32222 -71.910278 18.44194 -71.88501 18.477209 -71.94635 18.542459) #(-88.773392 17.98844 -88.710564 18.060551 -88.681107 18.185551 -88.617691 18.21624) #(-88.773392 17.98844 -88.848618 17.877489 -89.035828 18.00555 -89.143402 17.9559) #(97.698853 17.82888 97.750259 17.977489 97.616638 18.242769 97.647751 18.273609 97.623016 18.3125 97.563583 18.32777 97.524689 18.264999 97.48497 18.294161 97.444122 18.396099 97.34581 18.544161 97.361908 18.583879) #(-89.143402 17.9559 -89.142441 17.81868) #(103.0901 18.137409 103.0672 18.02499 103.0186 17.978609 102.9386 18.003599 102.6716 17.86194 102.6666 17.8025 102.5891 17.844999 102.6127 17.9186 102.5903 17.957769 102.2933 18.052219 102.1764 18.195551 102.1055 18.21027 101.8903 18.030001 101.8316 18.05389 101.7725 18.05444 101.7269 17.909161 101.6208 17.881941 101.5591 17.814791) #(101.5591 17.814791 101.558 17.784719 101.3905 17.69249 101.23 17.527531) #(101.23 17.527531 101.1522 17.4611 101.0991 17.498051 100.9189 17.56889 100.9102 17.59638 100.9625 17.66721 100.9805 17.764999 101.0303 17.836109 101.1908 18.05777 101.1516 18.257771 101.1805 18.333599 101.0916 18.37694 101.0622 18.454439 101.14 18.527491 101.2689 18.686939 101.2286 18.72916 101.2544 18.78499 101.3519 19.051661 101.2872 19.1075 101.2028 19.390829 101.2852 19.521379 101.2694 19.579161 101.2191 19.595551 101.19 19.568609 101.0322 19.61944 100.8947 19.619711 100.7753 19.48444 100.6366 19.55055 100.575 19.49361 100.4844 19.54472 100.4061 19.764441 100.4833 19.858049 100.5811 20.157619) #(15.52404 17.333941 15.59249 18.604441 15.75389 19.932489 15.99666 20.35305 15.56861 20.77972 15.55833 20.884439 15.58444 20.929991 15.62722 20.955271 15.28444 21.445271 15.2025 21.495819 15.19472 21.99888 15.00063 23.00037) #(38.621319 18.0089 38.458599 17.871111 38.368038 17.662769 38.273602 17.60305 38.271099 17.54777 38.24165 17.527491 38.169708 17.558331 38.122761 17.483601 38.096649 17.48777 38.092209 17.547211 38.045818 17.54805 37.91721 17.447491 37.869709 17.44499 37.8311 17.483049 37.7911 17.468599 37.735821 17.376659 37.506649 17.315269) #(-89.142441 17.81868 -89.22084 17.81916 -89.573334 17.820271 -89.925827 17.820829 -90.277786 17.82111 -90.63028 17.820551 -90.982773 17.82 -90.983322 17.59194 -90.984161 17.256109 -91.09111 17.25666 -91.436943 17.2575) #(37.506649 17.315269 37.516651 17.18721 37.42416 17.03722) #(15.52404 17.333941 15.48861 16.90027) #(106.5563 16.899981 106.5611 16.996941 106.4711 16.982491 106.3614 17.13555 106.3355 17.234159 106.2875 17.29389 106.2536 17.245819 106.2116 17.26166 106.0436 17.402769 105.8586 17.62055 105.785 17.659439 105.7364 17.717489 105.615 17.87138 105.6247 17.947769 105.4997 18.179991 105.4336 18.207769 105.383 18.160271 105.185 18.318331 105.1916 18.37833 105.1319 18.40999 105.1033 18.46693 105.1494 18.59972 105.1897 18.602489 105.1938 18.64249 105.1344 18.706381 104.9575 18.73888 104.6722 18.836941 104.5208 18.979429 104.4536 18.9811 104.2239 19.13249 103.9647 19.253611 103.8791 19.29343) #(53.078251 16.64386 52.71027 17.080271 52.74638 17.336941 52.61166 17.532221 51.904148 18.54528 51.999149 18.99888) #(106.5868 16.62709 106.5563 16.899981) #(106.5868 16.62709 106.633 16.60499 106.6744 16.4786 106.7347 16.43055 106.7842 16.45356) #(42.790272 16.37722 43.066662 16.54944 43.102489 16.67944 43.206089 16.672211 43.185261 16.75222 43.230541 16.776661 43.228031 16.809719 43.153591 16.8486 43.173038 17.2111 43.273869 17.263611 43.2561 17.30722 43.180538 17.3325 43.270821 17.42555 43.44915 17.5275 43.526371 17.51667 43.703602 17.394991 43.79221 17.3461 43.90971 17.358879 43.90971 17.31333 43.956928 17.30805 44.023869 17.37499 44.114712 17.34305 44.173321 17.41194 44.340542 17.413879 44.498871 17.395821) #(-91.436943 17.2575 -91.277222 17.178329 -91.204727 17.0611 -91.039436 16.894991 -90.983322 16.903049 -90.950844 16.896379 -90.94194 16.86166 -90.801392 16.80361 -90.678879 16.675819 -90.645844 16.549721 -90.597504 16.48027 -90.39389 16.41082 -90.403877 16.352209 -90.445831 16.22888 -90.446663 16.075001) #(-88.910957 15.89272 -88.980827 15.89805 -89.217773 15.88972) #(-89.217773 15.88972 -89.202217 16.138611 -89.180557 16.474991 -89.15834 16.81139 -89.144173 17.147499 -89.142776 17.48333 -89.142441 17.81868) #(23.999559 19.497761 23.999439 18.966379 23.99971 15.69944) #(-88.313889 15.67138 -88.213058 15.72305) #(-6.3566632 23.146021 -6.166666 21.528049 -5.9744439 19.866381 -5.7872219 18.186939 -5.601666 16.507771 -5.335278 16.328051 -5.495616 15.49846) #(-5.495616 15.49846 -5.9055562 15.50333 -7.626111 15.50361 -9.3336105 15.49972 -9.3194447 15.63416 -9.3380547 15.70472 -9.4424992 15.59694 -9.4113903 15.44389 -9.6966667 15.43 -9.8177776 15.37388 -10.11806 15.37277 -10.16445 15.40361 -10.71901 15.43814) #(4.245091 19.146191 4.245554 18.660549 4.2525001 16.994431 4.2141662 16.993601 4.2008319 16.393881 4.0744429 16.303329 3.9808331 16.070271 4.0008321 15.98972 3.924444 15.90416 3.8902769 15.71805 3.844166 15.67277 3.7224989 15.65 3.5377769 15.49249 3.5248179 15.35935) #(105.588 15.33552 105.483 15.34166 105.483 15.37694 105.6 15.43305 105.6344 15.59472 105.6325 15.67861 105.5964 15.72805 105.4269 15.77583 105.3497 15.93805 105.4069 15.99222 105.4119 16.0186 105.183 16.05888 105.0466 16.128599 105.0216 16.23638 104.9397 16.322491 104.7461 16.531111 104.7689 16.697491 104.753 16.887779 104.8094 17.19388 104.7894 17.414721 104.6664 17.54249 104.4444 17.673321 104.2608 17.881941 104.15 18.060829 103.9958 18.307501 103.95 18.330549 103.8686 18.279989 103.6758 18.35194 103.3972 18.43499 103.2816 18.407221 103.2366 18.346661 103.2825 18.29888 103.1705 18.24777 103.1408 18.16527 103.0901 18.137409) #(37.42416 17.03722 37.145538 17.01638 37.098869 17.05249 36.991371 17.06444 37.01804 17.003599 36.986931 16.94305 37.022758 16.85055 36.910542 16.63555 36.901371 16.495831 36.95499 16.43082 36.971371 16.26416 36.915821 16.214991 36.542759 15.23472 36.443859 15.15067) #(-12.77853 15.14678 -12.78833 15.20861 -12.84972 15.20805 -12.89361 15.26166 -12.84389 15.27028 -12.84583 15.30805 -12.9325 15.36805 -12.96472 15.50611 -13.06028 15.47916 -13.10028 15.50889 -13.0925 15.58333 -13.24278 15.63861 -13.39555 16.055269 -13.46056 16.09499 -13.49528 16.149719 -13.67722 16.098881 -13.71111 16.18499 -13.85166 16.11832 -13.87528 16.19805 -13.97361 16.237209 -13.96694 16.278049 -14.225 16.54777 -14.33556 16.576941 -14.33722 16.63249 -14.37778 16.63999 -14.86028 16.638321 -14.98111 16.69305 -15.04861 16.63027 -15.09778 16.67111 -15.11694 16.648331 -15.0875 16.614441 -15.10806 16.586109 -15.23917 16.55888 -15.46889 16.57972 -15.55 16.512489 -15.98583 16.48999 -16.146111 16.551941 -16.299999 16.503599 -16.38805 16.21999 -16.468889 16.18055 -16.49222 16.052219 -16.50695 16.09416 -16.527269 16.077959) #(-10.89882 15.10682 -10.82722 15.27555 -10.7625 15.31277 -10.71901 15.43814) #(-10.89882 15.10682 -10.9225 15.13833 -11.1725 15.37472 -11.42083 15.63583 -11.51222 15.64666 -11.64222 15.52416 -11.71083 15.54778) #(51.999149 18.99888 47.461941 17.57415 45.59082 15.10555) #(45.59082 15.10555 44.498871 17.395821) #(-90.446663 16.075001 -90.679443 16.07555 -91.029167 16.07555 -91.37944 16.075821 -91.729172 16.074989 -91.805557 15.94722 -92.009171 15.60472 -92.211403 15.26222 -92.065826 15.07777) #(-89.150833 15.07361 -89.008904 15.12527 -88.668327 15.35 -88.327789 15.63528 -88.313889 15.67138) #(3.5248179 15.35935 3.0324991 15.43305 3.021944 15.37638 1.3125 15.28666 0.97472191 14.97861 0.74249983 14.96749 0.69499987 14.94222 0.51222217 15.00083 0.39666659 14.96055 0.22639389 15.00076) #(0.2345342 14.91561 0.22639389 15.00076) #(-12.77853 15.14678 -12.47889 15.00889 -12.43083 14.88778 -12.24575 14.77217) #(-12.05762 14.72555 -11.97444 14.77111 -11.80417 14.90805 -11.80278 15.04861 -11.845 15.05916 -11.71083 15.54778) #(-12.24575 14.77217 -12.23083 14.76194 -12.13695 14.77777 -12.05762 14.72555) #(107.5459 14.70496 107.5136 14.80361 107.5458 14.83694 107.5847 14.89944 107.478 14.97361 107.4797 15.03778 107.58 15.04416 107.6952 15.27083 107.62 15.34277 107.4591 15.51111 107.2616 15.65027 107.2536 15.72639 107.1877 15.75944 107.175 15.795 107.2066 15.86139 107.3983 15.91389 107.4666 16.00889 107.4605 16.082491 107.3341 16.05694 107.1544 16.197769 107.1489 16.26083 107.0911 16.301941 106.9891 16.29777 106.9072 16.39249 106.8983 16.449989 106.8852 16.53249 106.848 16.53722 106.7842 16.45356) #(-92.065826 15.07777 -92.150833 14.97027 -92.186111 14.84361 -92.166397 14.77277 -92.18721 14.58833 -92.245941 14.54808) #(106.5417 14.59898 106.4333 14.52333 106.4383 14.4875 106.3324 14.44532) #(-89.354874 14.42769 -89.299438 14.515 -89.154449 14.5825 -89.144447 14.64861 -89.224716 14.86805 -89.154167 14.98138 -89.181381 15.00333 -89.150833 15.07361) #(-12.24575 14.77217 -12.14778 14.63944 -12.17861 14.6075 -12.2025 14.40083) #(105.2104 14.35256 105.4419 14.43222 105.5378 14.57777 105.5214 14.79 105.6191 14.99166 105.4689 15.125 105.4936 15.20527 105.5964 15.27472 105.588 15.33552) #(-89.037216 14.33472 -89.126099 14.32555 -89.354874 14.42769) #(107.5459 14.70496 107.5294 14.69361 107.4541 14.55777 107.4225 14.54555 107.3266 14.60694 107.2961 14.59861 107.278 14.55972 107.1089 14.40111 107.0502 14.44305 106.9975 14.36388 106.8383 14.3125 106.7336 14.4425 106.6277 14.46694 106.5417 14.59898) #(-89.553452 14.28625 -89.590286 14.32194 -89.573334 14.41333 -89.542221 14.42027 -89.526947 14.38638 -89.396118 14.45166 -89.354874 14.42769) #(-89.553452 14.28625 -89.575012 14.27722 -89.492706 14.24125) #(-88.83139 14.11416 -88.908623 14.20722 -88.954727 14.18833 -89.037216 14.33472) #(105.7324 14.11149 105.5983 14.15166 105.5172 14.14083 105.3641 14.10944 105.21 14.28444 105.2104 14.35256) #(-89.854599 14.05946 -89.737778 14.04361 -89.743057 14.08389 -89.646118 14.19972 -89.492706 14.24125) #(-88.661438 14.01413 -88.72139 14.0975 -88.767227 14.13778 -88.809433 14.09305 -88.83139 14.11416) #(105.8492 14.00722 105.7324 14.11149) #(105.857 14.00024 105.8492 14.00722) #(15.48861 16.90027 14.36889 15.73388 13.85916 15.03778 13.76722 14.84805 13.79416 14.73277 13.66083 14.64583 13.68416 14.5725 13.66528 14.54194 13.47555 14.46833 13.46222 14.42805 13.56238 13.99192) #(107.4743 13.93001 107.4455 14.005 107.3852 14.00278 107.368 14.03389 107.3839 14.26083 107.4161 14.42944 107.4783 14.43083 107.5355 14.55694 107.5459 14.70496) #(106.3324 14.44532 106.2511 14.49333 106.2469 14.44639 106.2097 14.37555 106.0283 14.36027 105.9939 14.34333 106.0416 14.22472 106.1019 14.18666 106.1744 14.05028 106.0919 13.92 105.9391 13.92694 105.857 14.00024) #(-87.900284 13.89805 -88.006958 13.86944 -88.040833 13.93055) #(-88.353058 13.86833 -88.196663 13.98777 -88.059998 13.96389 -88.040833 13.93055) #(-88.353058 13.86833 -88.489166 13.86555 -88.50473 13.98138 -88.661438 14.01413) #(-87.900284 13.89805 -87.878601 13.90194 -87.750473 13.86406) #(-83.130867 14.99329 -83.176941 14.98972 -83.390839 15.02472 -83.417503 14.99111 -83.506958 15.01278 -83.531113 14.94972 -83.718887 14.86833 -83.843887 14.785 -83.921387 14.79944 -83.932503 14.7525 -84.118057 14.78416 -84.103333 14.72888 -84.196663 14.71638 -84.237213 14.76333 -84.267776 14.74472 -84.275284 14.665 -84.325562 14.67361 -84.449158 14.62778 -84.68222 14.68555 -84.818619 14.82778 -85.025833 14.70055 -85.032784 14.57361 -85.08667 14.54333 -85.11528 14.56667 -85.175827 14.445 -85.155838 14.34027 -85.179169 14.31528 -85.315002 14.28111 -85.388062 14.20555 -85.468338 14.10805 -85.52417 14.05528 -85.732773 13.95778 -85.736656 13.82861) #(-85.736656 13.82861 -85.800827 13.83916 -85.853882 13.91416 -85.909157 13.90694 -86.022507 14.00305 -86.015839 14.06583 -86.088333 14.04444) #(107.4624 13.79621 107.4743 13.93001) #(-90.095093 13.74547 -90.105827 13.83583 -90.037514 13.90027 -89.854599 14.05946) #(13.56238 13.99192 13.62524 13.71821) #(13.62524 13.71821 13.34778 13.72) #(-86.088333 14.04444 -86.175827 13.97083 -86.313049 13.77083 -86.354172 13.75805 -86.530563 13.7925 -86.761124 13.75278 -86.763474 13.71084) #(-12.08259 13.70828 -11.95278 13.80833 -11.9425 13.90444 -12.015 14.0125 -11.98083 14.16722 -12.03111 14.27888 -12.09833 14.30444 -12.09889 14.36666 -12.2025 14.40083) #(13.34778 13.72 13.32361 13.67944) #(0.2345342 14.91561 -0.24611109 15.07805 -0.38611111 15.00555 -0.44388881 15.08305 -0.72500002 15.08305 -1.073889 14.7775 -1.318889 14.72888 -1.678333 14.50055 -1.9808331 14.475 -2.0069449 14.18805 -2.1077781 14.15139 -2.4727769 14.28889 -2.833333 14.04139 -2.884445 13.87749 -2.9041669 13.72166 -2.8786111 13.65611 -2.962224 13.62583) #(-2.962224 13.62583 -3.0494449 13.6125 -3.0708339 13.66083 -3.1901929 13.6789) #(13.76189 13.52478 13.62524 13.71821) #(-87.714447 13.47055 -87.783333 13.52639 -87.695267 13.81805 -87.750473 13.86406) #(-13.86906 13.50849 -13.91417 13.56667 -13.98778 13.5825 -14.33778 13.45388 -14.43528 13.50972 -14.51195 13.63444 -14.59917 13.67027 -14.64917 13.66222 -14.71889 13.61194 -14.79195 13.65333 -14.81639 13.74111 -14.86389 13.78416 -15.07055 13.82638 -15.25167 13.74472 -15.315 13.79528 -15.36472 13.78139 -15.45861 13.70444 -15.48889 13.58944 -16.569269 13.59005) #(-87.814499 13.40747 -87.714447 13.47055) #(97.698853 17.82888 97.793854 17.68416 97.911636 17.58139 98.028847 17.464161 98.108017 17.38221 98.346077 17.045549 98.423576 17.053329 98.511093 16.941099 98.517197 16.863609 98.546631 16.80777 98.491348 16.77389 98.479424 16.729719 98.617188 16.51861 98.689682 16.28499 98.715813 16.276381 98.864967 16.47666 98.928299 16.37916 98.860237 16.17083 98.814972 16.103609 98.774406 16.123329 98.571373 16.046101 98.617462 15.97 98.565247 15.72278 98.593582 15.41694 98.558853 15.33 98.503593 15.38722 98.42247 15.35999 98.413589 15.26 98.310242 15.30305 98.200256 15.21555 98.264137 14.80694 98.447739 14.60583 98.571373 14.38194 98.669693 14.29972 98.759697 14.2175 98.93718 14.10222 99.180527 13.7125 99.213654 13.33534) #(13.90318 13.32478 13.76189 13.52478) #(-3.1901929 13.6789 -3.248889 13.71999 -3.271111 13.70166 -3.2325001 13.28805 -3.441118 13.27585) #(-86.763474 13.71084 -86.732773 13.5225 -86.732773 13.37666 -86.696663 13.35666 -86.696381 13.29472 -86.743057 13.26083 -86.827789 13.29667 -86.909729 13.24111) #(14.07499 13.08159 13.90318 13.32478) #(13.32361 13.67944 13.25139 13.58888 12.96861 13.51278 12.8625 13.45028 12.67055 13.27806 12.62916 13.30055 12.47805 13.05666 12.37361 13.07333 12.245 13.11027 12.14693 13.10119) #(-16.77482 13.03709 -16.70055 13.16139 -15.80944 13.16 -15.80889 13.34889 -15.5675 13.36111 -15.50528 13.39833 -15.36 13.36722 -15.25945 13.38556 -15.21278 13.42972 -15.19695 13.535 -15.11139 13.59583 -14.95444 13.4725 -14.85056 13.45388 -14.72806 13.36889 -14.64778 13.34444 -14.57361 13.36305 -14.37833 13.245 -14.2975 13.24111 -13.84972 13.33361 -13.79861 13.40027 -13.80833 13.45305 -13.86906 13.50849) #(-87.063606 13.00028 -86.952499 13.04167 -86.909729 13.24111) #(8.4330273 13.06478 8.1222172 13.30361 7.8149981 13.35278 7.3797202 13.09972 7.2188869 13.12555 7.0905552 12.99527 6.933332 12.99722 6.8063879 13.10805 6.6791658 13.34389 6.4230552 13.60527 6.2849989 13.68389 6.2380528 13.68333 6.1608319 13.64305 5.547473 13.89313) #(-87.063606 13.00028 -87.30014 12.98741) #(92.876999 12.90509 92.792862 12.90233) #(14.07499 13.08159 14.44305 13.08472 14.52611 12.96999 14.50805 12.8775 14.52012 12.86465) #(14.52012 12.86465 14.55458 12.82794) #(21.828251 12.80389 21.97249 13.0875 22.07999 13.15333 22.22888 13.27639 22.295271 13.37778 22.217211 13.58472 22.153601 13.63444 22.138599 13.72805 22.08444 13.77916 22.233879 13.96583 22.47694 14.10083 22.55249 14.12083 22.56694 14.16416 22.555269 14.23194 22.456659 14.25222 22.440269 14.28222 22.44194 14.48944 22.38138 14.52305 22.384159 14.55416 22.4161 14.60027 22.70249 14.69139 22.66888 14.85416 22.75333 14.97694 22.86832 15.09444 22.935829 15.11611 22.984711 15.23111 22.99527 15.38583 22.919439 15.50972 22.937771 15.5625 23.11832 15.71055 23.38138 15.68527 23.47916 15.72611 23.68527 15.75611 23.99971 15.69944) #(12.14693 13.10119 11.86722 13.24972 11.44638 13.37639 11.03833 13.36027 10.84111 13.38611 10.14833 13.25972 9.9299955 13.13305 9.6352749 12.80277 8.9849968 12.84666 8.6636086 12.94333 8.5544415 13.06667 8.4974957 13.08583 8.4330273 13.06478) #(36.443859 15.15067 36.544708 14.26083 36.446369 13.95694 36.486931 13.83944 36.39748 13.56778 36.2486 13.36805 36.155258 13.02444 36.141602 12.70686) #(14.18351 12.46948 14.07499 13.08159) #(-12.08259 13.70828 -12.05445 13.66055 -11.86806 13.4575 -11.88528 13.375 -11.79833 13.31278 -11.75694 13.37305 -11.71972 13.41278 -11.59778 13.36472 -11.52778 13.13778 -11.43472 13.07611 -11.42 12.95944 -11.37806 12.98805 -11.36806 12.92889 -11.41222 12.91611 -11.38333 12.72666 -11.42861 12.71389 -11.4225 12.62361 -11.45194 12.55055 -11.35833 12.46749) #(104.5319 12.45583 104.5247 12.48833 104.5814 12.49278 104.4983 12.52555 104.44 12.54528 104.4778 12.68444 104.4472 12.73611 104.3941 12.76056 104.2841 12.73278 104.2203 12.75472 104.1578 12.91722 104.0216 13.16722 103.7355 13.26243 103.6872 13.22389 103.7064 13.15055 103.8036 12.915 103.8416 12.90722 103.8422 12.8675 104.0236 12.78222 104.0941 12.81778 104.1125 12.75416 104.2028 12.58139 104.3275 12.53417 104.4447 12.51527 104.5319 12.45583) #(14.18805 12.44389 14.18351 12.46948) #(-11.37333 12.40464 -11.35833 12.46749) #(-16.677811 12.33458 -16.46389 12.36111 -16.20916 12.46083 -15.68556 12.43 -15.40722 12.55694 -15.21833 12.68472 -13.92833 12.67666 -13.71255 12.66603) #(-13.71255 12.66603 -13.06139 12.63972 -13.04167 12.59 -13.06889 12.525 -13.03778 12.47305 -12.95528 12.47639 -12.93167 12.54111 -12.89167 12.54305 -12.84139 12.48 -12.63333 12.4375 -12.57278 12.35916 -12.49694 12.39667 -12.43639 12.38277 -12.34528 12.30139 -12.09889 12.41028 -11.96889 12.39139 -11.90833 12.42889 -11.84167 12.38639 -11.48639 12.43666 -11.37333 12.40464) #(-13.71255 12.66603 -13.71472 12.56889 -13.64417 12.47138 -13.66361 12.35166 -13.69424 12.29309) #(-9.3113079 12.50425 -9.3622208 12.4875 -9.3988895 12.44611 -9.2933331 12.35555 -9.3454437 12.2498) #(-8.9799395 12.22371 -8.9466667 12.35305 -9.0577774 12.43666 -9.3113079 12.50425) #(-13.97062 12.15323 -13.95667 12.20972 -13.87861 12.24555 -13.71472 12.2575 -13.69424 12.29309) #(14.18805 12.44389 14.17389 12.38416 14.49083 12.33583 14.55277 12.23222 14.65722 12.18722 14.67416 12.15083) #(14.55458 12.82794 14.55194 12.76361 14.715 12.71028 14.70722 12.65388 14.74555 12.67333 14.87555 12.44111 14.90166 12.14277 15.04507 12.08408) #(-3.441118 13.27585 -3.4233339 13.1975 -3.4413891 13.16805 -3.541111 13.17889 -3.791667 13.36166 -3.938611 13.37805 -3.966666 13.39889 -3.9024999 13.45777 -3.9641671 13.50416 -4.0252781 13.42611 -4.1294441 13.30639 -4.2433329 13.23444 -4.2188892 13.18139 -4.3125 13.16639 -4.335278 13.10999 -4.2055559 12.94027 -4.2072229 12.76639 -4.2691669 12.71639 -4.4688892 12.72583 -4.4741669 12.65778 -4.3658328 12.53333 -4.438055 12.43444 -4.3875008 12.31111 -4.4072232 12.29722 -4.456944 12.33389 -4.5694451 12.20111 -4.539444 12.13972 -4.6643782 12.062) #(-9.3454437 12.2498 -9.4666653 12.24861 -9.6674995 12.12778 -9.6725006 12.06777 -9.7611122 12.02805 -9.9869442 12.12083 -10.27306 12.20944 -10.32917 12.22416) #(-8.9799395 12.22371 -8.8994446 12.17805 -8.9041672 12.04444 -8.7965717 12.00806) #(-10.32917 12.22416 -10.33333 12.18527 -10.51111 12.11611 -10.65241 11.89351) #(-10.65241 11.89351 -10.89222 12.20111 -11.04528 12.20722 -11.15417 12.04055 -11.25389 11.99611 -11.46278 12.14028 -11.495 12.20611 -11.43 12.28722 -11.44111 12.36333 -11.37333 12.40464) #(2.843498 12.39332 2.771111 12.37749 2.686388 12.29028 2.645278 12.30472 2.3780551 12.24027 2.383611 12.16639 2.445277 12.02416 2.4705551 11.97777 2.3902769 11.93333 2.4099989 11.90444 2.4015629 11.88988) #(2.4015629 11.88988 2.0583329 12.35722 2.0777769 12.38611 2.2650001 12.425 2.2008319 12.63083 2.0961101 12.72555 1.988889 12.73111 1.871666 12.60888 1.578333 12.63 1.117222 13.01111 0.9891665 13.04722 0.99166638 13.37166 1.011667 13.37277 1.126667 13.32861 1.2175 13.36361 1.072222 13.44638 0.99027753 13.57027 0.77444428 13.64417 0.77277768 13.68833 0.62499988 13.68472 0.38499999 14.04917 0.4052777 14.25416 0.18944439 14.46472 0.1666667 14.52305 0.2413889 14.75222 0.1933333 14.83583 0.23722219 14.8875 0.2345342 14.91561) #(106.4713 11.86946 106.4202 11.97361 106.4766 11.97083 106.7303 11.97583 106.7819 12.06583 106.9789 12.08444 107.1669 12.27778 107.3189 12.32944 107.4408 12.25361 107.5489 12.35639 107.583 12.5 107.5677 12.80222 107.5097 12.8825 107.4958 13.00555 107.6364 13.38166 107.6289 13.54278 107.4624 13.79621) #(-5.4022231 11.83 -5.3480558 11.82527 -5.1938891 11.90528 -4.936388 12.00944 -4.7847219 12.00083 -4.6986098 12.06277 -4.6643782 12.062) #(3.558888 11.75694 3.468888 11.85583 3.312222 11.89 3.2538891 12.01722 3.195554 12.06388 2.843498 12.39332) #(5.547473 13.89313 5.3649988 13.8475 5.286109 13.75222 4.9236102 13.73638 4.8855548 13.78139 4.4699988 13.68694 4.247777 13.48138 4.142499 13.47694 4.1049991 12.99638 3.9527769 12.74888 3.6577771 12.52888 3.6716659 11.97555 3.6169441 11.91972 3.688333 11.74972 3.605495 11.69169) #(3.558888 11.75694 3.605495 11.69169) #(2.4015629 11.88988 2.3380549 11.76472 2.313859 11.67916) #(106.4585 11.66456 106.4236 11.7675 106.4713 11.86946) #(105.2104 14.35256 105.1372 14.23972 105.0694 14.21833 105.033 14.24777 105.0019 14.38333 104.8805 14.4225 104.7822 14.43055 104.715 14.43777 104.5716 14.36472 104.4433 14.37222 104.1875 14.38667 103.9736 14.36444 103.7008 14.39055 103.6958 14.44 103.6591 14.44778 103.5078 14.39666 103.2286 14.33278 102.958 14.20305 102.9197 14.10472 102.79 13.93444 102.7222 13.76361 102.5633 13.68139 102.5605 13.6525 102.6227 13.60694 102.5272 13.56778 102.3602 13.57166 102.3514 13.26722 102.4958 13.01194 102.525 12.76694 102.5122 12.665 102.5925 12.62666 102.7886 12.42472 102.7369 12.30361 102.7819 11.99972 102.9164 11.74277 102.9142 11.63342) #(37.38026 11.62666 37.586929 12.01805 37.544708 12.23778 37.475819 12.30583 37.31554 12.28583 37.26582 12.20277 37.172211 12.21389 37.14999 12.27361 37.1161 12.265 37.011662 12.16 36.993599 11.88361 37.156101 11.80416 37.21526 11.83 37.28249 11.80667 37.338871 11.69722 37.28471 11.66583 37.324989 11.63222 37.38026 11.62666) #(105.8182 11.59644 105.8214 11.62083 105.9666 11.64639 106.0391 11.77639 106.19 11.74916 106.4585 11.66456) #(1.902678 11.42858 2.019166 11.42527 2.313859 11.67916) #(105.8858 11.39974 105.8991 11.44805 105.8182 11.59644) #(-8.3596497 11.37156 -8.5141678 11.43027 -8.5341663 11.49389 -8.6077785 11.47583 -8.7030544 11.65889 -8.8316669 11.66166 -8.7965717 12.00806) #(43.12331 12.70889 42.881371 12.6275 42.841091 12.55528 42.81609 12.43611 42.698589 12.36389 42.53582 12.50416 42.456089 12.52917 42.33942 12.39694 41.948589 11.81667 41.82943 11.74194 41.759708 11.50528 41.80883 11.26637) #(36.141602 12.70686 36.069149 12.72444 35.699421 12.66583 35.43803 12.25056 35.432491 12.20055 35.386101 12.17 35.33971 12.02472 35.096931 11.82694 35.05859 11.74 35.08749 11.53583 34.963871 11.25694 34.980541 11.22222) #(41.80883 11.26637 41.812481 11.24861 41.79797 11.09725) #(-84.882782 11.0275 -84.765289 11.09555 -84.778343 11.16333 -84.871117 11.35194 -85.017792 11.53806 -85.172501 11.72389 -85.361389 11.87611 -85.435287 11.86639 -85.556953 12.02 -85.769882 12.11221 -85.875557 12.08861 -85.933617 11.97444 -85.881958 11.80361 -85.914459 11.71055 -85.872223 11.65917 -85.825287 11.55528 -85.716667 11.33555 -85.517227 11.20305 -85.363892 11.15361 -85.123062 11.08222 -84.882782 11.0275) #(43.248619 11.47285 42.943279 11.00391) #(0.96777761 10.99583 0.97888857 11.08027 1.102777 11.04027 1.063889 11.13972 1.156389 11.16278 1.132777 11.24944 1.1538889 11.27722 1.272778 11.25916 1.308611 11.29139 1.3975 11.43972 1.5 11.46416 1.609166 11.38833 1.766111 11.42666 1.902678 11.42858) #(0.91743511 10.99576 0.96777761 10.99583) #(41.79797 11.09725 41.787209 10.98499 41.825821 10.97083 42.264431 10.99249 42.63443 11.09805 42.75193 11.07666 42.772758 11.01639 42.814152 10.98777 42.943279 11.00391) #(-13.97062 12.15323 -13.89028 12.14361 -13.70667 12.00139 -13.70917 11.71527 -13.79167 11.68555 -13.79944 11.71472 -13.86111 11.74416 -13.87806 11.66916 -14.00222 11.64083 -14.27667 11.67889 -14.51528 11.51222 -14.69139 11.50667 -14.78417 11.38527 -14.85528 11.19777 -15.01974 10.96388) #(-8.3596497 11.37156 -8.4102783 11.33527 -8.3547211 11.32277 -8.3761101 11.28194 -8.4747219 11.29111 -8.5150013 11.22639 -8.6827774 10.99194 -8.6713886 10.955 -8.6027765 10.96416) #(-84.35556 10.99333 -84.444443 10.95944 -84.674438 11.07805 -84.902786 10.94083 -84.940552 10.95527 -85.284157 11.09139 -85.614441 11.21361 -85.650284 11.15166 -85.711349 11.08428) #(-0.1509551 11.13927 0.50694442 11.0025 0.5041666 10.93694 0.67166662 10.99666 0.91743511 10.99576) #(22.881161 10.92391 22.975269 11.21583 22.93082 11.41583 22.7911 11.40166 22.625549 11.53444 22.552771 11.66555 22.625549 12.08361 22.47666 12.03416 22.49777 12.18694 22.383881 12.46527 22.46693 12.62166 22.22332 12.74722 22.125271 12.65 21.970831 12.63972 21.900551 12.67666 21.828251 12.80389) #(22.76749 10.955 22.881161 10.92391) #(-2.8310571 11.00341 -2.230278 11.00027 -0.67972219 10.9975 -0.66500008 10.95472 -0.61000001 10.91722 -0.56777787 10.99222 -0.48888889 10.99833 -0.4230555 11.09694 -0.38194439 11.10861 -0.35277781 11.06889 -0.27527779 11.13 -0.28527781 11.16666 -0.1509551 11.13927) #(-83.64534 10.92426 -83.661667 10.87944 -83.677223 10.78889 -83.924438 10.70972 -83.982224 10.75611 -84.197769 10.78583 -84.224716 10.87805 -84.321671 10.92666 -84.35556 10.99333) #(-5.4022231 11.83 -5.3372221 11.80027 -5.2636118 11.74944 -5.289444 11.61666 -5.2147231 11.5775 -5.1986098 11.41889 -5.251667 11.395 -5.250834 11.24472 -5.2972221 11.20694 -5.2975001 11.14416 -5.3302779 11.11472 -5.4886112 11.07638 -5.4863882 11.03028 -5.4116669 10.835 -5.456389 10.74694 -5.462501 10.64555) #(-6.6450858 10.66679 -6.585278 10.60722 -6.4183331 10.55055 -6.3819442 10.59055 -6.4202781 10.62888 -6.4099998 10.69305 -6.2432022 10.73495) #(-5.5206599 10.43099 -5.462501 10.64555) #(104.4484 10.4225 104.5986 10.53416 104.8214 10.52 104.8905 10.54 105.0997 10.72639 105.0664 10.78139 105.0436 10.90139 105.1091 10.95555 105.3555 10.84666 105.4297 10.96611 105.4672 10.955 105.7583 11.02139 105.7916 11.00722 105.8702 10.85166 105.933 10.83361 105.9575 10.9 106.2033 10.77055 106.1458 10.91555 106.1552 10.97583 106.2144 10.97555 106.1591 11.09389 106.0747 11.10666 105.8697 11.29694 105.8858 11.39974) #(99.213654 13.33534 99.208588 13.20667 99.120796 13.17583 99.114143 13.05083 99.193573 12.96944 99.203583 12.83305 99.438858 12.57111 99.414413 12.45444 99.485786 12.25972 99.476639 12.13028 99.573303 12.13667 99.589417 11.8725 99.660797 11.82055 99.557457 11.62778 99.48996 11.62916 99.46553 11.60472 99.402763 11.38889 99.358307 11.35 99.077469 10.94861 99.020248 10.96333 99.003311 10.82861 98.85553 10.76722 98.781921 10.66666 98.823868 10.51667 98.742554 10.34643) #(-6.6450858 10.66679 -6.6766658 10.59833 -6.6380558 10.40944 -6.689455 10.3395) #(-0.1509551 11.13927 -0.1338889 11.11139 -0.02111111 11.10361 0.03444444 11.075 0.032499999 10.98972 -0.071388893 10.73777 -0.068333343 10.63389 0.045833331 10.58611 0.1963888 10.39778 0.28638881 10.41389 0.3208333 10.33055 0.39333329 10.30833 0.38324001 10.27363) #(-6.2432022 10.73495 -6.188889 10.63027 -6.2466669 10.51639 -6.210279 10.50972 -6.1683331 10.35861 -6.2269449 10.31416 -6.2232499 10.25848) #(-6.2232499 10.25848 -6.1930552 10.23388 -6.0625 10.19111 -5.9833331 10.20861 -5.956111 10.28444 -5.8894439 10.27583 -5.878056 10.37555 -5.6502781 10.45111 -5.5206599 10.43099) #(-7.9776812 10.16547 -7.940556 10.24333 -7.9850001 10.33777 -8.0938892 10.35638 -8.122221 10.43722 -8.2155552 10.42166 -8.2822227 10.54944 -8.2897224 11.00777 -8.3511105 11.05722 -8.4888878 11.05889 -8.5441666 10.97527 -8.6027765 10.96416) #(-7.9776812 10.16547 -7.8852782 10.17666 -7.6997209 10.40639 -7.5347219 10.41972 -7.500278 10.46139 -7.4566669 10.45083 -7.4308329 10.33777 -7.3600001 10.35083 -7.3458338 10.25027 -7.269722 10.25444 -7.0105562 10.14194 -6.9499998 10.17194 -6.9461112 10.21472 -6.982223 10.25361 -6.9438891 10.35305 -6.7761121 10.37749 -6.689455 10.3395) #(-8.1333332 10.01055 -8.0091667 10.09944 -7.9776812 10.16547) #(15.04507 12.08408 15.05361 12.03305 15.05166 11.945 15.11111 11.78139 15.06277 11.68167 15.14 11.525 15.10555 11.48972 15.0175 11.18611 15.07861 10.88944 15.05666 10.80555 15.08722 10.74722 15.13972 10.51916 15.38778 10.22861 15.67887 9.9924259) #(-4.310833 9.5983295 -4.376945 9.5824966 -4.4263892 9.6574974 -4.5091672 9.6544418 -4.5086122 9.7113857 -4.5327778 9.7466621 -4.5713892 9.6869411 -4.602222 9.721384 -4.685555 9.6752739 -4.7422218 9.7502747 -4.7752781 9.7366619 -4.7802782 9.7908306 -4.8600001 9.8749962 -4.9283328 9.8680515 -4.9744439 9.9052753 -4.9499998 9.9486055 -4.98 10.05361 -5.1300001 10.30472 -5.1750002 10.28944 -5.208055 10.3225 -5.3225002 10.29916 -5.4113889 10.30111 -5.5206599 10.43099) #(-82.87532 9.5563335 -82.833214 9.4981861) #(-8.1333332 10.01055 -8.1605568 9.9441624 -8.1047211 9.867218 -8.1158333 9.803051 -8.1381817 9.4978828) #(-82.565193 9.5697861 -82.615547 9.4897165 -82.727493 9.5588856 -82.843338 9.6083298 -82.87532 9.5563335) #(-2.6868529 9.482336 -2.794445 9.7358284 -2.738611 9.826107 -2.7963891 10.05777 -2.7547231 10.265 -2.843611 10.32638 -2.768611 10.41666 -2.8577781 10.45722 -2.9324999 10.63 -2.8802781 10.80416 -2.8310571 11.00341) #(0.2290142 9.4322796 0.221111 9.4727726 0.27500001 9.4805508 0.29722211 9.5097198 0.2230555 9.5286083 0.2330555 9.5722179 0.34861109 9.5644417 0.37638879 9.5905514 0.3491666 9.6116619 0.28527769 9.5911064 0.25305551 9.6536083 0.2752777 9.6799955 0.33583331 9.6497192 0.3494443 9.6922188 0.32249999 9.7291622 0.36805549 10.0275 0.3994444 10.06111 0.34972209 10.11527 0.38324001 10.27363) #(-4.310833 9.5983295 -4.2872219 9.6902733 -4.121666 9.8299961 -4.040833 9.7994404 -3.7650001 9.930275 -3.2969451 9.9008293 -3.302778 9.8580513 -3.259167 9.8480511 -3.1911111 9.9238853 -3.1794441 9.8399963 -3.1175001 9.8291626 -3.065556 9.7249966 -2.989723 9.7277737 -2.948611 9.6511078 -2.791111 9.4133301 -2.7449999 9.3963852 -2.6868529 9.482336) #(12.84893 9.3600788 13.05278 9.5083313 13.15639 9.515831 13.22111 9.555275 13.25139 9.6769409 13.22833 9.9097195 13.26555 9.9849949 13.24389 10.03166 13.26639 10.08611 13.39805 10.11111 13.47055 10.19166 13.45861 10.23888 13.57833 10.6825 13.6375 10.75583 13.88666 11.17055 14.00916 11.28333 14.15805 11.23361 14.19583 11.25083 14.61777 11.50555 14.64639 11.57583 14.64111 11.64694 14.55833 11.71527 14.64944 11.915 14.61916 12.03555 14.67416 12.15083) #(-12.90091 9.2704659 -12.84417 9.2822189 -12.78806 9.327219 -12.70472 9.3991642 -12.58361 9.6622181 -12.51945 9.7108288 -12.50333 9.8622169) #(-71.324799 11.85264 -71.40361 11.81278 -71.977219 11.665 -72.265007 11.1525 -72.341377 11.165 -72.493057 11.12111 -72.584442 10.93722 -72.847229 10.52305 -72.978882 9.988884 -72.962509 9.8369408 -73.09584 9.5816631 -73.383904 9.1897202 -73.371933 9.1669407 -73.318413 9.1737165) #(-82.833214 9.4981861 -82.934723 9.4716635 -82.934158 9.3983307 -82.929466 9.0620708) #(-12.50333 9.8622169 -12.23556 9.9388847 -12.13194 9.8749962 -11.89333 9.931385 -11.895 9.9961071 -11.21472 9.9974957 -10.93639 9.6583309 -10.82861 9.4333305 -10.74833 9.3877754 -10.65667 9.2949963 -10.72694 9.1811085 -10.73389 9.0799961 -10.57125 9.057003) #(3.605495 11.69169 3.474999 11.42972 3.6941659 11.135 3.739166 11.11666 3.7538891 10.79444 3.8466661 10.70305 3.855 10.585 3.789444 10.40277 3.6888881 10.44972 3.6372221 10.41166 3.581944 10.27527 3.684444 10.15111 3.6094439 9.9480515 3.5252769 9.844162 3.3466661 9.8091621 3.331111 9.7558308 3.363333 9.6819401 3.3172221 9.6361084 3.2633331 9.6358299 3.1416659 9.4411068 3.1702781 9.2744408 3.0949991 9.0905514 2.9875 9.0611076 2.7883329 9.054163) #(-13.29843 9.0384521 -13.1875 9.0869408 -13.09583 9.0458298 -13.0075 9.1036072 -12.96083 9.2344398 -12.93056 9.2888851 -12.90091 9.2704659) #(42.943279 11.00391 42.665531 10.62138 42.7122 10.53194 42.786098 10.45555 42.816929 10.31388 43.091648 9.9183292 43.216091 9.8813839 43.278042 9.641386 43.341091 9.6080513 43.43082 9.4261074 43.58305 9.3361073 43.627201 9.3544407 44.01054 9.0072193) #(18.884081 8.8350372 18.92944 8.9205513 19.10944 9.0136089 19.38888 8.9972172 19.86499 9.0469418 20.06749 9.1352749 20.32888 9.1044407 20.455549 9.157774 20.50194 9.2805519 20.66777 9.2983303 20.659161 9.3427734 20.706659 9.3641624 20.95332 9.5899963 20.996941 9.6852741 21.26944 9.9811077 21.34222 9.9586067 21.408331 10.00694 21.477209 10.15111 21.67388 10.24277 21.71888 10.3325 21.700821 10.52694 21.723881 10.64194 22.00388 10.73472 22.014999 10.80777 22.063881 10.83416 22.184441 10.81889 22.201929 10.87027 22.466101 11.00139 22.76749 10.955) #(-2.584651 8.7815266 -2.655833 9.013052 -2.773056 9.055275 -2.6624999 9.2691631 -2.7161109 9.3116627 -2.668056 9.3827724 -2.6868529 9.482336) #(14.03305 8.7011089 14.06389 8.7583313 13.99571 8.8418655 13.97 8.8294411 14.06056 8.8838863 13.96389 8.889719 13.90166 8.9627743 13.75694 8.9841633 13.70472 9.0602741 13.66889 8.9055519 13.72694 8.9469414 13.73972 8.8983307 13.79222 8.9255524 13.79555 8.8308296 13.74611 8.8094435 13.80861 8.7738857 13.86361 8.8761082 13.88055 8.7697201 13.98611 8.7941647 13.96361 8.7386074 13.99611 8.7047195 14.01639 8.763052 14.03305 8.7011089) #(18.884081 8.8350372 19.12582 8.6727734 19.06221 8.5769405) #(-10.26652 8.4887009 -10.24889 8.4877739 -10.16222 8.5322189 -10.05667 8.5047188 -10.06361 8.4347191 -10.04528 8.4213848 -9.9522228 8.4822178 -9.8377781 8.4919395 -9.7737083 8.5696774) #(-7.647985 8.3797588 -7.6747222 8.6208286 -7.794723 8.7569408 -7.9144449 8.7672195 -7.956389 8.8011074 -7.936666 8.9330521 -7.895 9.0216637 -7.7369442 9.072773 -7.7422218 9.0997181 -7.9083338 9.1827736 -7.9208341 9.2177734 -7.8597221 9.3752728 -7.8619442 9.4238853 -7.9705548 9.3874969 -8.0513897 9.3974972 -8.1381817 9.4978828) #(-7.647985 8.3797588 -7.74861 8.3763847 -7.7649999 8.4222183 -7.8247218 8.4861069 -7.8305559 8.4358292 -7.8800001 8.4283295 -7.935277 8.4977741 -8.1983337 8.4966621 -8.2422943 8.4426594) #(34.980541 11.22222 35.00555 11.17444 34.933319 10.95666 34.975262 10.86444 34.773319 10.68694 34.76638 10.75305 34.594429 10.88778 34.439701 10.78444 34.286098 10.55416 34.348869 10.245 34.336369 10.18222 34.231369 10.03028 34.085819 9.553051 34.134991 8.9552746 34.111931 8.5652733 33.974701 8.4388847 33.82304 8.4141636 33.774971 8.3658886) #(33.20443 8.4338856 33.63998 8.4641628 33.701649 8.3805504 33.774971 8.3658886) #(-10.70127 8.2757549 -10.65222 8.3380508 -10.54944 8.3102741 -10.48583 8.3549957 -10.38611 8.4949951 -10.26652 8.4887009) #(-10.70127 8.2757549 -10.65028 8.4349957 -10.58972 8.5716629 -10.50028 8.6249962 -10.46722 8.6841621 -10.53028 8.7513866 -10.59528 8.8894405 -10.57125 9.057003) #(-59.989052 8.5335979 -59.801392 8.2749977 -59.831951 8.2288837 -59.94445 8.2102737) #(24.85508 8.1697407 24.80444 8.1927757 24.53499 8.2080517 24.45999 8.2713852 24.35083 8.2491627 24.177219 8.3161068 24.14027 8.3758278 24.165819 8.4777737 24.269159 8.5830517 24.25333 8.6911068 24.23082 8.6972179 23.517771 8.7141647 23.50416 8.8013859 23.581659 8.9061069 23.58305 8.9886074 23.565269 9.0052757 23.52861 8.9574966 23.48527 8.9688854 23.448601 9.0249977 23.492769 9.1741638 23.65221 9.2799969 23.626101 9.5461082 23.69471 9.6716633 23.669161 9.8669395 23.303881 10.45916 23.009439 10.69861 22.881161 10.92391) #(-82.896667 8.0267086 -82.930832 8.2547188 -82.96666 8.2747211 -83.031677 8.3369408 -82.830566 8.4738846 -82.82695 8.5758305 -82.915283 8.7452736 -82.88501 8.7847214 -82.748611 8.8872185 -82.719162 8.9402733 -82.855827 9.0458298 -82.929466 9.0620708) #(47.011929 8.0011101 47.989429 8.0030518) #(44.01054 9.0072193 45.343319 8.5641632 47.011929 8.0011101) #(17.708469 7.9849792 17.8836 7.9583321 18.046101 8.0166655 18.588881 8.0402737 18.62499 8.0672188 18.63666 8.1458302 18.686661 8.2141628 18.809441 8.2608299 19.06221 8.5769405) #(2.6821289 7.893651 2.725832 8.0830517 2.7558329 8.5880508 2.7883329 9.054163) #(-59.94445 8.2102737 -60.023331 8.0413857 -60.178051 7.9813871 -60.340939 7.8460422) #(-10.26652 8.4887009 -10.29445 8.3658295 -10.29722 8.1983299 -10.35555 8.1463852 -10.49806 8.136385 -10.60333 8.0305519 -10.60044 7.7731638) #(15.67887 9.9924259 15.42222 9.9269409 15.23277 9.9877739 15.03139 9.9463844 14.92027 9.9716635 14.77639 9.9211082 14.45833 9.9988842 14.19055 9.9816628 14.10861 9.8113861 14.01 9.7299957 13.96027 9.6344414 14.4175 9.1341629 14.82472 8.8111076 14.85277 8.8177738 15.19277 8.4972172 15.25805 8.3516617 15.44666 7.8774981 15.50361 7.7741652 15.58 7.7583318) #(-9.7737083 8.5696774 -9.7066669 8.4327736 -9.6941662 8.4877739 -9.6625004 8.4891624 -9.6274986 8.4555511 -9.6561108 8.389719 -9.5819445 8.4138851 -9.4844437 8.346384 -9.5172234 8.2427731 -9.4913883 8.1752739 -9.4627781 8.1338863 -9.4283333 8.0583305 -9.4102783 8.032774 -9.4361115 7.931942 -9.3552017 7.7435918) #(16.56444 7.8733311 16.403601 7.7799988 16.40447 7.6788449) #(-8.6705465 7.6966629 -8.5572224 7.6916652 -8.5561104 7.618608 -8.468956 7.5598731) #(17.708469 7.9849792 17.39138 7.8777752 17.165819 7.728054 16.946659 7.6452761 16.817419 7.5459709) #(16.56444 7.8733311 16.56333 7.8149981 16.62916 7.7566652 16.62999 7.6769428 16.817419 7.5459709) #(-8.468956 7.5598731 -8.399168 7.618608 -8.2122211 7.5449982 -8.1866655 7.5913868 -8.0499992 8.0319405 -7.9483328 8.0186081 -7.9691672 8.0663853 -7.9886112 8.1916637 -8.0727768 8.1638851 -8.251112 8.2522202 -8.2211113 8.3563843 -8.2422943 8.4426594) #(15.58 7.7583318 15.58416 7.6866651 15.4991 7.5264311) #(15.4991 7.5264311 15.51861 7.518332 15.68916 7.5238881 15.78277 7.4577761 16.251381 7.6372199 16.40447 7.6788449) #(-9.484417 7.363657 -9.4225006 7.4249978 -9.3900013 7.3886099 -9.3050575 7.4163718) #(-9.484417 7.363657 -9.4133339 7.4894419 -9.3552017 7.7435918) #(-77.88913 7.2277222 -77.811111 7.4799991 -77.745003 7.4874978 -77.720551 7.5480542 -77.758621 7.6255531 -77.754997 7.7099981 -77.735283 7.724165 -77.662216 7.6777749 -77.606377 7.5494418 -77.573898 7.5252762 -77.438599 7.6227751 -77.325012 7.7208319 -77.371933 7.7861099 -77.291946 7.9077759 -77.146667 7.9458308 -77.221657 8.1022186 -77.363892 8.2869415 -77.373894 8.3963852 -77.420273 8.4705505 -77.478607 8.4797173 -77.366127 8.6761703) #(-9.1109104 7.1939411 -8.9286118 7.288054 -8.9041672 7.2536101 -8.8394432 7.3002758 -8.7080545 7.518332 -8.7230549 7.5722208 -8.6705465 7.6966629) #(-9.3050575 7.4163718 -9.2041664 7.3813872 -9.1980553 7.3124981 -9.0977783 7.2324982 -9.1109104 7.1939411) #(-73.318413 9.1737165 -73.001404 9.302496 -72.98111 9.2608299 -72.973618 9.1424961 -72.926941 9.0983295 -72.845284 9.140274 -72.772232 9.1130505 -72.664436 8.6411076 -72.384171 8.3630505 -72.335564 8.1463852 -72.333618 8.0494404 -72.402496 8.0419407 -72.420273 7.9899979 -72.471657 7.4919419 -72.39917 7.4061089 -72.183319 7.3827748 -72.145554 7.1986079 -72.065552 7.0616651) #(1.548611 6.995275 1.6425 6.995553 1.644444 7.265554 1.634722 8.3577728 1.613055 8.3747177 1.660833 8.4969406 1.624722 8.5480518 1.627777 8.8811073 1.5963891 9.1169395 1.473611 9.2563858 1.3375 9.5424957 1.368333 9.5966635 1.355 9.9952736 0.77666658 10.37666 0.78527772 10.52444 0.91743511 10.99576) #(-70.119164 6.975831 -70.307503 6.9397202 -70.513062 7.0152769 -70.569458 7.0902772 -70.824173 7.0849981 -70.963058 7.0027761 -71.132217 6.995275 -71.553047 7.0447211 -71.880829 6.9852748 -72.065552 7.0616651) #(-60.340939 7.8460422 -60.535278 7.8022199 -60.632771 7.60111 -60.693611 7.5661092 -60.71973 7.5288868 -60.691109 7.455832 -60.64584 7.4366651 -60.588051 7.3163862 -60.634449 7.2580538 -60.617771 7.1944418 -60.535561 7.1238871 -60.495281 7.181109 -60.35778 7.1755528 -60.278339 7.1124992 -60.33139 7.0241652 -60.368061 6.9302759) #(-11.4987 6.913198 -11.33778 7.0927758 -11.35583 7.1469431 -11.2775 7.224442 -11.09889 7.3872199 -10.90417 7.5091648 -10.68472 7.744442 -10.60044 7.7731638) #(0.2290142 9.4322796 0.28777769 9.4213848 0.3644444 9.4897165 0.4627777 9.4883289 0.5488888 9.4149971 0.55194438 9.3611069 0.44805539 9.0199966 0.51444417 8.9119415 0.48249999 8.7916641 0.38999999 8.7874966 0.38305539 8.7622185 0.47249991 8.5927734 0.63388878 8.491663 0.67416662 8.4055519 0.72694433 8.284996 0.58888882 8.1974964 0.6269443 7.769165 0.5872221 7.6941638 0.58194429 7.620831 0.52111101 7.5858321 0.51055551 7.4605541 0.57027769 7.3852758 0.64666659 7.3999991 0.66583318 7.3036089 0.60805541 7.0144429 0.51388878 6.9708319 0.56388873 6.9174981 0.52916658 6.8258309) #(10.59611 7.1341648 10.62 7.0536089 10.85416 6.9469419 10.88277 6.827776 10.94333 6.7780542 11.01916 6.7786088) #(-60.368061 6.9302759 -60.408329 6.9474978 -60.713058 6.7580538 -60.909439 6.809164 -60.896111 6.7597208 -61.13805 6.701942) #(33.20443 8.4338856 33.1647 8.3913879 33.184711 8.1288834 33.104988 8.0930519 32.989429 7.9255528 33.013599 7.8469429 33.059711 7.7899981 33.169979 7.7963872 33.33749 7.7124991 33.441368 7.745831 33.498322 7.7222199 33.65554 7.683053 34.026932 7.3866649 34.02943 7.2391639 34.185539 7.164721 34.20665 7.0491648 34.476089 6.911387 34.507488 6.8002758 34.687481 6.6949978 34.759991 6.6097212) #(0.68370593 6.587327 0.57111102 6.8133321 0.52916658 6.8258309) #(-8.6066666 6.5077758 -8.5061111 6.5941648 -8.3583336 6.7541661 -8.2880554 7.180831 -8.3613892 7.2394419 -8.4183331 7.5011101 -8.468956 7.5598731) #(-8.6066666 6.5077758 -8.4752769 6.4358311 -8.4547215 6.4899979 -8.3819427 6.4424968) #(11.01916 6.7786088 11.08222 6.6977758 11.07333 6.5911088 11.11694 6.4441638 11.15472 6.433331 11.38889 6.4602771 11.445 6.5969429 11.51472 6.6041651 11.5625 6.6674981 11.58777 6.785275 11.55472 6.8211098 11.5875 6.89222 11.79139 7.0508308 11.88666 7.078054 11.89416 7.123054 11.74972 7.2705541 11.86 7.4022212 12.04361 7.577776 12.04361 7.7397199 12.22277 7.97472 12.24722 8.3938866 12.27527 8.4283295 12.35333 8.430275 12.42166 8.5186081 12.38639 8.6130505 12.49249 8.6288834 12.56889 8.6005516 12.6875 8.6608295 12.72833 8.7594414 12.79416 8.765831 12.82416 8.847496 12.84138 9.0855522 12.90889 9.2352734 12.91361 9.3436069 12.84893 9.3600788) #(2.6821289 7.893651 2.7422221 7.808609 2.7333331 7.6397209 2.7627771 7.5474982 2.8072219 7.4172201 2.7574999 7.4194422 2.7786109 7.1344428 2.747777 7.099165 2.7983329 7.0399981 2.7252769 6.954443 2.798888 6.6886091 2.7416661 6.621943 2.7186961 6.3644552) #(1.799956 6.2809291 1.771389 6.392498 1.575278 6.6797199 1.623055 6.7577758 1.548611 6.995275) #(1.6341749 6.2106791 1.799956 6.2809291) #(-70.119164 6.975831 -69.429718 6.118608) #(0.68370593 6.587327 0.73361099 6.4908309 0.90472209 6.329443 1.000278 6.327776 1.1 6.1605539 1.201111 6.1599979 1.20385 6.099102) #(-67.454788 6.19311 -67.573624 6.266109 -67.835564 6.308332 -68.001106 6.206665 -68.152222 6.223331 -68.313606 6.1669431 -68.454178 6.1905541 -68.644173 6.1341648 -68.971123 6.1986079 -69.094162 6.1991639 -69.194992 6.099998 -69.256958 6.0838871 -69.33139 6.1530528 -69.429718 6.118608) #(-61.13805 6.701942 -61.20472 6.5744429 -61.15361 6.4922199 -61.156658 6.328887 -61.113892 6.2822208 -61.11306 6.1872201 -61.219158 6.1288862 -61.27914 6.0667601) #(14.41444 6.0441651 14.48805 6.1297202 14.74027 6.2624989 14.805 6.3466649 14.95861 6.7336092 15.05916 6.7786088 15.23972 7.246109 15.46027 7.3958321 15.42916 7.4288859 15.4991 7.5264311) #(14.56333 5.910831 14.485 5.9199982 14.41444 6.0441651) #(9.0063858 5.9099979 9.0033302 5.9447198 9.2949963 6.2077761 9.3633308 6.3258309 9.4349957 6.327776 9.4686069 6.4044428 9.5766621 6.4469419 9.6122189 6.5216651 9.7113876 6.5227761 9.7955513 6.8016639 9.8747177 6.7758312 10.16722 7.019165 10.205 6.9005542 10.25639 6.8758311 10.51333 6.8780541 10.59611 7.1341648) #(8.8606663 5.8198209 8.8799973 5.8547201 9.0063858 5.9099979) #(102.0944 6.2361751 102.0916 6.1105542 101.9461 5.9647212 101.9438 5.8619428 101.8241 5.7394419 101.685 5.7708321 101.6589 5.8605552 101.57 5.9166651 101.2819 5.8044419 101.2489 5.6991639 101.1397 5.6319418 101.0841 5.7141662 101.0244 5.7327762 100.9936 5.806108 101.1202 5.9905539 101.0791 6.1608319 101.1216 6.1872201 101.1155 6.248888 100.9897 6.2774978 100.9458 6.2386088 100.8522 6.2427769 100.8541 6.3255548 100.7486 6.5036101 100.655 6.4483309 100.3711 6.5474982 100.2989 6.7016659 100.2086 6.7105551 100.19 6.6874981 100.1714 6.476665 100.1286 6.4177909) #(-2.584651 8.7815266 -2.4880559 8.1977749 -2.6113889 8.1377754 -2.5888889 8.0408306 -2.684166 8.0124969 -2.741112 7.9388871 -2.7747221 7.9466648 -2.7852781 7.8536091 -2.823889 7.8236089 -3.0241671 7.0730538 -3.0899999 7.0619421 -3.2241659 6.8136091 -3.186388 6.7163868 -3.249166 6.6113868 -3.169445 6.2772212 -3.0066669 5.8577762 -3.0138891 5.707499 -2.948611 5.7130542 -2.960556 5.6272202) #(-2.7640259 5.590343 -2.7766671 5.6133318 -2.906389 5.6163859 -2.960556 5.6272202) #(-2.7640259 5.590343 -2.7181389 5.3463111) #(14.53166 5.2936101 14.60111 5.4205532 14.58916 5.6041651 14.62444 5.6977758 14.62166 5.8391652 14.59277 5.930553 14.56333 5.910831) #(-61.27914 6.0667601 -61.389999 5.9399981 -60.732929 5.205276) #(8.824007 5.1880012 8.8280535 5.2341642 8.9202766 5.6074982 8.8336086 5.7136102 8.8888845 5.786109 8.8606663 5.8198209) #(-60.732929 5.205276 -60.66695 5.2166648 -60.440552 5.1763868 -60.20055 5.2736092 -60.11142 5.2259059) #(14.68759 5.1142812 14.53166 5.2936101) #(-2.928575 5.0991802 -2.7347219 5.1127758 -2.773334 5.349998 -2.7181389 5.3463111) #(27.45586 5.0171428 27.45805 5.0836101 27.295549 5.2358308 27.23777 5.4388871 27.28194 5.5488868 27.142771 5.7719431 26.829439 5.9049978 26.808611 5.9799991 26.612209 6.0144429 26.51416 6.1097202 26.43749 6.077776 26.450821 6.1161089 26.523609 6.1736088 26.523609 6.2211089 26.30138 6.392498 26.306101 6.4494419 26.384991 6.5891652 26.39666 6.6552758 26.09444 6.850276 26.04833 6.9983311 25.374161 7.3394418 25.3311 7.4252758 25.20694 7.497498 25.189989 7.5927758 25.296101 7.6499991 25.286381 7.7833319 25.22555 7.8727751 25.14888 7.893054 25.053881 7.9211092 24.96999 8.0233307 24.85508 8.1697407) #(47.989429 8.0030518 46.418591 6.473331 44.950821 4.9024978) #(8.5904846 4.8105149 8.6361103 4.8269429 8.6219406 4.894721 8.824007 5.1880012) #(34.759991 6.6097212 34.870541 6.2374978 34.981369 6.0611091 34.97554 5.949719 35.10582 5.6927762 35.10387 5.6324978 35.289989 5.5077758 35.271099 5.435554 35.319439 5.3605542 35.361099 5.352221 35.458038 5.432498 35.533329 5.4252758 35.604988 5.373054 35.689701 5.389998 35.836929 5.3130531 35.795269 5.2374978 35.830818 5.1538868 35.773869 5.0752759 35.774429 4.7986088 35.940319 4.6220808) #(35.940319 4.6220808 35.716648 4.618053 35.699009 4.6179352) #(35.699009 4.6179352 35.610249 4.617341) #(35.610249 4.617341 35.509071 4.6166649) #(35.509071 4.6166649 35.051929 4.6136088 34.387489 4.6099982 34.376591 4.599154) #(35.509071 4.6166649 35.420818 4.7711101 35.476929 4.9027758 35.463871 4.9224982 35.310261 4.9074979 35.344429 5.0124989 35.303871 5.0202761 35.196651 4.955832 35.15221 4.9888868 34.973309 4.894999 34.498322 4.7377758 34.376591 4.599154) #(22.72666 4.6227751 22.79277 4.723609 22.855829 4.706943 22.890829 4.8191652 22.97916 4.828609 23.022499 4.743053 23.186661 4.724442 23.272221 4.6247201 23.42638 4.5919428 23.449989 4.6588869 23.70916 4.7758312 24.105551 4.9199982 24.151939 4.8999991 24.401939 5.035275 24.35499 5.059998 24.394159 5.1155539 24.43166 5.0652752 24.4536 5.1063871 24.525551 5.0772209 24.67277 4.9180541 24.977209 4.9877758 25.075821 4.9472198 25.11277 4.998054 25.22777 5.0069432 25.323601 5.057498 25.310551 5.1911092 25.36194 5.3147202 25.52083 5.3474979 25.79583 5.2363858 25.87582 5.2174978 25.90527 5.165832 25.97332 5.2316651 26.031111 5.1911092 26.088329 5.2405539 26.163601 5.2299991 26.500549 5.0447211 26.646379 5.08111 26.87249 5.0313869 26.945271 5.1461101 27.09638 5.202776 27.419439 5.0747199 27.45586 5.0171428) #(35.940319 4.6220808 35.95126 4.5209751) #(35.95126 4.5209751 36.045818 4.4466648 36.197239 4.4466648) #(-7.5255609 4.3514509 -7.563334 4.3872199 -7.5466671 4.4241648 -7.5883331 4.9058309 -7.539444 4.9405541 -7.5549989 5.0833321 -7.4952769 5.10111 -7.4644451 5.2747202 -7.4127779 5.285275 -7.3677778 5.3355541 -7.4063892 5.3644428 -7.436388 5.4372201 -7.3683329 5.5722208 -7.415556 5.6572208 -7.4247222 5.8449979 -7.458055 5.8608308 -7.6419449 5.9197202 -7.685833 5.9044442 -7.7625008 5.9505539 -7.773056 6.035831 -7.8452778 6.0827761 -7.8225002 6.202776 -7.9022231 6.2783322 -8.0733337 6.2933311 -8.2080545 6.2986088 -8.289444 6.3480539 -8.3669434 6.3544431 -8.4083347 6.4249978 -8.3819427 6.4424968) #(115.1459 4.9033551 115.2441 4.724998 115.2664 4.5294428 115.3602 4.329165 115.3364 4.3113871 115.0986 4.3863869 115.0266 4.6566648 115.0296 4.8183198) #(34.376591 4.599154 33.997601 4.2217598) #(44.950821 4.9024978 43.98193 4.9630542 43.6236 4.869164 43.163872 4.6708322 42.971371 4.5086098 42.91415 4.3561091 42.831661 4.2952762 42.514149 4.2336092 42.19582 4.2088871 42.075821 4.1752772) #(19.284109 5.027812 19.398331 5.119998 19.56638 5.1502762 19.838329 5.0883312 19.865829 5.0416651 20.281111 4.7922201 20.37027 4.725831 20.456381 4.519165 20.576099 4.414721 20.614719 4.4080529 20.8386 4.4491639 20.98444 4.4266639 21.172211 4.3038859 21.28277 4.3341651 21.35527 4.2799988 21.551941 4.245831 21.6586 4.2991648 21.925819 4.2341642 22.25972 4.1341648 22.39138 4.1286092 22.46805 4.1552758 22.61305 4.369164 22.587219 4.411665 22.601379 4.477221 22.69416 4.493053 22.72666 4.6227751) #(15.12289 4.1144042 15.10277 4.1719432 15.04389 4.3622198 14.89222 4.476665 14.73277 4.623054 14.70305 4.8586092 14.68759 5.1142812) #(-67.454788 6.19311 -67.491943 6.118608 -67.414436 5.9872198 -67.622223 5.787498 -67.651672 5.6699982 -67.613327 5.539165 -67.731667 5.430553 -67.849731 5.307775 -67.828888 5.1122198 -67.79306 5.0499978 -67.875267 4.5252762 -67.813049 4.4652758 -67.805557 4.2274981 -67.729172 4.0874991) #(15.19083 4.0469432 15.12289 4.1144042) #(115.0135 4.8909941 114.9794 4.831665 114.8489 4.8008308 114.7778 4.7208319 114.8408 4.437499 114.8766 4.432775 114.8689 4.3586092 114.8036 4.2730541 114.848 4.2722211 114.7964 4.1305528 114.67 4.0297198 114.61 4.0277758 114.4447 4.2658319 114.3752 4.2569432 114.3236 4.2802758 114.3278 4.3447208 114.2358 4.5319419 114.091 4.5899029) #(42.075821 4.1752772 41.955818 4.0852761 41.930538 4.0097222 41.913639 3.998662) #(41.913639 3.998662 41.836929 3.947777 41.77137 3.98611 41.319149 3.944443 41.12915 3.9627769 40.783428 4.2876191) #(-59.858341 3.5638881 -59.760559 3.6283319 -59.51889 3.9524989 -59.598621 4.016387 -59.63583 4.1463871 -59.70528 4.1672201 -59.732769 4.2274981 -59.71278 4.309443 -59.676121 4.3888869 -59.754719 4.4302759 -60.147789 4.517498 -60.152222 4.5733318 -60.025829 4.707221 -59.97472 5.0930538 -60.051941 5.1344428 -60.11142 5.2259059) #(-64.641586 4.221951 -64.58223 4.121664 -64.248894 4.1480541 -64.116943 4.098609 -64.043327 3.895277 -63.988609 3.883054 -63.8475 3.9597211 -63.608341 3.94361 -63.50111 3.8574989 -63.456669 3.8666661 -63.423328 3.96611 -63.3825 3.9708321 -63.31472 3.946666 -62.987228 3.600832 -62.875 3.560277 -62.77528 3.6069441 -62.735561 3.6711099 -62.727489 3.731111 -62.75861 3.8347211 -62.753891 3.98611 -62.73111 4.038054 -62.54195 4.0416651 -62.531391 4.1263871 -62.40028 4.181942 -62.246391 4.122498 -62.110001 4.100831 -62.051109 4.1511102 -61.892502 4.1508312 -61.745548 4.2494421 -61.553329 4.2491651 -61.512501 4.2980542 -61.505001 4.3952761 -61.456669 4.4211092 -61.34222 4.4174981 -61.281391 4.457221 -61.31139 4.5202761 -61.266399 4.519721 -60.985001 4.5205541 -60.930828 4.5847211 -60.884998 4.7116652 -60.816109 4.7297201 -60.64167 4.8555541 -60.579731 4.9811101 -60.662769 5.1874981 -60.732929 5.205276) #(33.997601 4.2217598 33.51693 3.7522221 33.183868 3.7661099 33.016651 3.8886099 32.716648 3.7552769 32.40443 3.7436099 32.195259 3.611944 32.19331 3.5113881 32.093601 3.5324991 32.063869 3.590277 31.95027 3.5947211 31.93055 3.6919429 31.79472 3.823333 31.701929 3.7130549 31.66194 3.705554 31.540831 3.65361 31.28805 3.7947221 31.176661 3.7952771 30.95471 3.6711099 30.868521 3.4921401) #(30.868521 3.4921401 30.85527 3.572499 30.76305 3.6827769 30.614719 3.6069441 30.55888 3.613888 30.58194 3.697221 30.544439 3.870554 30.205271 3.9624989 30.14027 4.1088872 30.065269 4.1280541 30.026661 4.205276 29.945271 4.2438869 29.956659 4.3022199 29.899719 4.3466649 29.83666 4.3463869 29.793329 4.3849978 29.81472 4.560276 29.674709 4.6272202 29.47999 4.6769428 29.321659 4.3866649 29.25444 4.3874989 29.25222 4.35111 29.20499 4.3436098 29.062771 4.4611092 28.882771 4.4797201 28.7686 4.5563869 28.650829 4.4236088 28.505831 4.373054 28.44249 4.287776 28.36916 4.2827759 28.335831 4.35111 28.200821 4.3474979 28.16638 4.3877759 28.064159 4.431109 28.03277 4.560554 27.92971 4.5511088 27.78611 4.6069422 27.782221 4.7602768 27.70388 4.7936101 27.70277 4.8336101 27.64888 4.9019418 27.578051 4.894999 27.45586 5.0171428) #(18.625999 3.4788561 18.59499 3.769166 18.64888 4.0024991 18.591379 4.2311101 18.537769 4.2991648 18.541941 4.3355541 18.582211 4.370553 18.71471 4.370275 18.776661 4.4233308 18.816099 4.5263872 19.088881 4.9180541 19.284109 5.027812) #(36.197239 4.4466648 36.64748 4.4466648 36.973309 4.396666 37.998039 3.72861 38.12109 3.611666 38.44804 3.599443 38.52887 3.653888 38.913601 3.5138879 39.055538 3.527221 39.19693 3.478611 39.498039 3.455277 39.50499 3.4180551 39.560261 3.406666 39.782761 3.6783321 39.86665 3.8694429 40.388599 4.098887 40.783428 4.2876191) #(-57.248138 5.4858098 -57.33556 5.3133321 -57.286671 5.2294431 -57.26112 5.2205529 -57.252499 5.269165 -57.21278 5.2322221 -57.190552 5.164165 -57.228882 5.1408319 -57.266109 5.1777749 -57.29723 5.1602759 -57.289169 5.016665 -57.375832 5.0061092 -57.688332 5.0102768 -57.853619 4.912776 -57.926392 4.7986088 -57.838612 4.6547198 -57.8825 4.559164 -57.95417 4.287776 -58.071671 4.1522212 -58.040562 3.9947209 -57.929169 3.8866661 -57.835831 3.664999 -57.735001 3.6102769 -57.636951 3.4611101 -57.66695 3.395555 -57.642231 3.3558331) #(-54.168968 5.346324 -54.290562 5.248054 -54.45583 5.0044432 -54.47472 4.7366648 -54.434441 4.7086101 -54.402222 4.1813869 -54.331669 4.14222 -54.360279 4.0349979 -54.284451 3.926388 -54.12389 3.7855549 -54.067219 3.664443 -54.009171 3.6363881 -53.98444 3.599443 -54.003059 3.4427769 -54.09444 3.2949989) #(-67.729172 4.0874991 -67.690567 3.9586101 -67.59584 3.737777 -67.488907 3.7227759 -67.374443 3.478888 -67.303879 3.4519429 -67.290833 3.3974991 -67.384171 3.259166) #(15.93889 3.1061101 15.86944 3.1055551 15.26027 3.673888 15.07694 3.9205551 15.04389 4.0291648 15.19083 4.0469432) #(18.53933 3.07568 18.61166 3.131943 18.64222 3.2105551 18.625999 3.4788561) #(117.5881 4.171236 117.4433 4.1927762 117.2333 4.3591642 116.8305 4.330832 116.7427 4.373054 116.6944 4.331943 116.6419 4.3347211 116.5703 4.3861089 116.5216 4.3661089 116.5258 4.3174982 116.4514 4.2952762 116.3497 4.370831 116.1669 4.3758311 116.0541 4.2772212 115.8864 4.368053 115.8566 4.3430538 115.8519 4.2794442 115.758 4.2363858 115.5644 3.906388 115.6164 3.854166 115.5714 3.612777 115.6266 3.426666 115.5708 3.4177771 115.4873 3.027843) #(40.986309 2.8325901 41.336929 3.1674991 41.913639 3.9904649 41.913639 3.998662) #(-67.846336 2.79245 -67.843353 2.8683319 -67.446663 3.2419429 -67.384171 3.259166) #(18.402769 2.7313881 18.53933 3.07568) #(16.11516 2.705832 16.078051 2.70611 16.071659 2.7966659 16.11277 2.823333 16.11055 2.864166 15.93889 3.1061101) #(18.34202 2.612628 18.402769 2.7313881) #(115.4873 3.027843 115.3208 2.986388 115.2708 3.0450001 115.1555 2.925555 115.135 2.882499 115.1294 2.771944 115.0816 2.6163881 115.0983 2.5974989 115.1472 2.6086099) #(-54.09444 3.2949989 -54.19194 3.1788881 -54.17028 3.008333 -54.18639 2.90361 -54.180561 2.840832 -54.42667 2.4272211 -54.483238 2.4285491) #(18.21999 2.4272211 18.34202 2.612628) #(-54.483238 2.4285491 -54.52417 2.3361101 -54.573891 2.354722 -54.61536 2.3197789) #(11.36837 2.303591 11.62472 2.313055 12.16222 2.280277 12.33687 2.317276) #(12.33687 2.317276 12.57568 2.274327) #(16.206409 2.221102 16.501659 2.849443 16.482771 3.156666 16.588881 3.4819429 16.69916 3.5452771 16.86194 3.5244441 16.876659 3.5658319 16.98777 3.5352769 17.077221 3.5766661 17.3561 3.6152771 17.413879 3.6797211 17.493601 3.7108331 17.579439 3.6483331 17.759991 3.6305549 17.86499 3.5361099 17.938881 3.5774989 17.98888 3.539166 18.04944 3.5663879 18.143881 3.550832 18.18388 3.4827771 18.233879 3.499166 18.272499 3.583055 18.39805 3.5774989 18.48138 3.641943 18.533331 3.5988879 18.54888 3.5533321 18.625999 3.4788561) #(16.206409 2.221102 16.16444 2.300277 16.09194 2.656388 16.11516 2.705832) #(-51.68639 4.031846 -51.84972 3.84361 -52.103329 3.444999 -52.344158 3.154166 -52.33556 3.0644441 -52.445831 2.863333 -52.567501 2.5155549 -52.916389 2.195832 -53.11861 2.2224989 -53.265011 2.1924989) #(31.277451 2.1782031 31.20249 2.229166 31.196939 2.3058319 31.049721 2.3038881 31.070271 2.3349991 30.987209 2.4083321 30.946381 2.4088881 30.89805 2.3352771 30.862209 2.353611 30.82666 2.4422209 30.72916 2.447777 30.78694 2.674721 30.85638 2.790833 30.877769 2.897222 30.824989 2.988055 30.763611 3.0672221 30.935551 3.424721 30.909161 3.5258319 30.868521 3.4921401) #(31.27972 2.176666 31.277451 2.1782031) #(11.34038 2.168611 11.36837 2.303591) #(10.02291 2.167367 10.67361 2.1677771 11.34038 2.168611) #(9.8085461 2.346065 9.8508282 2.2424991 10.02291 2.167367) #(13.29422 2.1640739 13.255 2.2663879 13.13194 2.280277 13.08555 2.246388 13.0 2.25611 12.755 2.2327771 12.57568 2.274327) #(13.29422 2.1640739 13.73 2.1602769 14.37833 2.1613879 14.52389 2.1605539 14.56783 2.203994) #(115.1472 2.6086099 115.2372 2.5224991 115.2136 2.4913881 115.148 2.4808321 115.0872 2.4188881 114.9497 2.3605549 114.9477 2.291111 114.8047 2.248888 114.7764 2.146666) #(-53.265011 2.1924989 -53.218891 2.258055 -53.339722 2.352777 -53.471661 2.2566659 -53.64806 2.288332 -53.74501 2.373888 -53.796669 2.354166 -53.817501 2.309443 -53.93222 2.271944 -53.932499 2.224721 -53.99889 2.194443 -54.105 2.113055 -54.144169 2.120554 -54.180561 2.1724989 -54.249168 2.146666 -54.47694 2.218333 -54.546951 2.3183329 -54.61536 2.3197789) #(114.7764 2.146666 114.8102 2.0341661 114.8683 2.0438881) #(-57.642231 3.3558331 -57.29945 3.370832 -57.293331 3.2638879 -57.21056 3.0352769 -57.202221 2.820833 -57.127781 2.791666 -57.093609 2.715832 -57.02306 2.6247211 -56.691891 2.0269749) #(-56.691891 2.0269749 -56.557781 2.021944 -56.470909 1.944464) #(-54.61536 2.3197789 -54.678341 2.32111 -54.696659 2.3369441 -54.689159 2.4538879 -54.759998 2.4711101 -54.80666 2.435555 -54.867771 2.4402771 -54.9725 2.5547211 -54.956108 2.581388 -54.953892 2.6161101 -55.11195 2.527221 -55.15028 2.572499 -55.2589 2.497221 -55.282219 2.521666 -55.33083 2.5113881 -55.380001 2.428055 -55.728882 2.4011099 -55.94722 2.5319431 -55.982769 2.5224991 -55.98473 2.4799991 -56.03722 2.349999 -56.098049 2.343888 -56.131939 2.2527771 -55.901661 2.0452771 -55.901661 1.897222 -55.956669 1.849444 -56.470909 1.944464) #(-59.631111 1.846388 -59.751949 1.8652771 -59.73473 2.287221 -59.849731 2.330555 -59.965279 2.6266661 -59.97694 2.9113879 -59.85973 3.2869439 -59.821388 3.4680541 -59.858341 3.5638881) #(114.8683 2.0438881 114.853 1.897222 114.6939 1.829247) #(-69.377777 1.728635 -69.459167 1.760278 -69.738892 1.731666 -69.843201 1.715337) #(16.07222 1.654166 16.162491 1.726666 16.124161 1.873888 16.060551 1.973333 16.089991 2.166388 16.206409 2.221102) #(16.07222 1.654166 16.017771 1.761111 15.93277 1.780555 15.87194 1.825 15.48638 1.976388 15.33722 1.920555 15.27277 1.992222 15.15139 2.039721 15.14139 2.008333 15.07222 1.98 14.98 2.0319431 14.95388 2.0036111 14.88778 2.0038879 14.91083 2.0533321 14.86139 2.112499 14.80527 2.060833 14.56783 2.203994) #(18.038601 1.445555 18.078329 1.655277 18.09333 2.2294431 18.21999 2.4272211) #(-59.631111 1.846388 -59.678051 1.771389 -59.64278 1.731111 -59.531391 1.718888 -59.232769 1.379166 -59.000542 1.3311779) #(-78.595932 1.269294 -78.634171 1.264444) #(-78.634171 1.264444 -78.809868 1.4379258) #(30.475651 1.232531 30.693331 1.498888 31.036659 1.765555 31.302771 2.121388 31.27972 2.176666) #(30.475651 1.232531 30.472389 1.231599) #(31.277451 2.1782031 31.039989 1.979722 30.6786 1.675277 30.38777 1.300555 30.423611 1.241666 30.467489 1.259444 30.472389 1.231599) #(-66.873383 1.225538 -66.991676 1.695833 -67.133904 1.987777 -67.111938 2.099443 -67.172501 2.1480551 -67.216949 2.2752769 -67.174179 2.3369441 -67.19249 2.392499 -67.281387 2.4388881 -67.493896 2.666388 -67.56778 2.683332 -67.607224 2.7955551 -67.756958 2.8388879 -67.846336 2.79245) #(13.18587 1.2231261 13.30555 1.234166 13.37833 1.296388 13.52194 1.271944 13.60139 1.331944 13.77889 1.371944 13.79833 1.433888 13.90361 1.438888 14.07388 1.375277 14.15944 1.395277 14.23517 1.363793) #(13.18587 1.2231261 13.15222 1.253889 13.22555 1.299722 13.24638 1.395555 13.1375 1.568611 13.14194 1.703055 13.17389 1.776111 13.16111 1.904444 13.28833 2.0669439 13.29422 2.1640739) #(-78.560272 1.198611 -78.595932 1.269294) #(-56.470909 1.944464 -56.554722 1.9033329 -56.62833 1.9397219 -56.670841 1.9136111 -56.97916 1.916388 -57.053051 1.952777 -57.067501 2.010833 -57.100559 2.0238881 -57.23695 1.947222 -57.303051 1.981388 -57.353062 1.955555 -57.507511 1.736388 -57.564449 1.698055 -57.75362 1.7205549 -57.825279 1.682222 -57.980831 1.656944 -57.97472 1.601388 -58.013889 1.5122221 -58.252781 1.565833 -58.311939 1.603333 -58.3475 1.549444 -58.503899 1.450555 -58.471111 1.320555 -58.51556 1.267777 -58.695271 1.286944 -58.726391 1.228611 -58.80722 1.185555 -58.865841 1.201944 -58.928341 1.3027771 -59.000542 1.3311779) #(-66.873383 1.225538 -67.075562 1.1724989 -67.084183 1.1938879 -67.07251 1.625277 -67.191963 1.849444 -67.335297 2.11111 -67.424438 2.143888 -67.517227 2.099999 -67.783333 1.806944 -67.95195 1.742499 -68.015289 1.7738889 -68.089722 1.933611 -68.194992 2.0144441 -68.275833 1.832222 -68.153343 1.724166 -69.377777 1.728635) #(34.527439 1.113417 34.57748 1.092499 34.60582 1.158888 34.81971 1.231388 34.829708 1.288888 34.79221 1.393611 34.999989 1.671944 34.999432 1.8766659 35.026089 1.919722 34.979149 1.994722 34.994991 2.09111 34.944698 2.2130549 34.882198 2.413054 34.94054 2.4505551 34.93581 2.5069439 34.839149 2.603888 34.74971 2.8558331 34.662201 2.86111 34.59082 2.9394431 34.559151 3.11111 34.454151 3.1819429 34.40498 3.406666 34.45554 3.5241661 34.463322 3.6713879 34.354988 3.73861 34.299431 3.706666 34.263599 3.7863879 34.17609 3.7755549 34.163311 3.8272209 34.210541 3.840555 34.214149 3.8874991 34.09943 3.8799989 34.129711 3.954443 34.054699 4.185554 33.997601 4.2217598) #(-69.843201 1.715337 -69.842216 1.062222) #(30.472389 1.231599 30.479719 1.1900001 30.530041 1.008083 30.685551 1.137777 30.953051 1.521111 31.20166 1.619166 31.41416 1.916389 31.359159 2.260833 31.45805 2.331388 31.45166 2.3461101 31.371111 2.3166659 31.29722 2.1947219 31.277451 2.1782031) #(9.8045006 1.0025541 10.01472 1.0019439 10.68444 1.0025001 11.35389 1.0019439 11.34889 1.503055 11.34038 2.168611) #(-77.916367 0.88166428 -78.351936 1.067222 -78.473328 1.197777 -78.560272 1.198611) #(114.6939 1.829247 114.7108 1.770555 114.6661 1.630277 114.5875 1.45 114.5436 1.432222 114.3894 1.508333 114.1941 1.424166 114.1344 1.467777 113.9255 1.4438879 113.7822 1.299444 113.6425 1.229444 113.5514 1.316388 113.4333 1.286388 113.0989 1.438333 112.9805 1.4227771 113.0441 1.496666 113.0427 1.554166 112.4844 1.5700001 112.3097 1.499444 112.1847 1.425277 112.1272 1.144444 111.9416 1.124722 111.8566 1.0169441 111.7977 0.99388862 111.6503 1.035 111.5339 0.96083307 111.5025 1.025277 111.3947 1.0116661 111.2364 1.086388 110.9041 1.014444 110.8444 0.96444422 110.5875 0.85333312 110.5197 0.86638862 110.43 0.94111079 110.3491 0.99027753 110.2333 1.114444 110.068 1.223333 109.9372 1.405555 109.8503 1.414444 109.6677 1.617777 109.67 1.784444 109.5855 1.800833 109.5547 1.853611 109.6501 2.064256) #(30.472389 1.231599 30.3486 1.19611 30.332211 1.151388 30.278049 1.168888 30.231661 1.125 30.216101 0.99249971 29.961889 0.83035761) #(-77.655937 0.81524563 -77.714722 0.84583312 -77.809402 0.80548918) #(-77.809402 0.80548918 -77.889999 0.82972193 -77.916367 0.88166428) #(-66.873383 1.225538 -66.317497 0.75222212 -66.12944 0.73277748 -65.971123 0.80388868 -65.862228 0.91333318 -65.703613 0.98444408 -65.559448 0.97111082 -65.511124 0.90472198 -65.509171 0.84388858 -65.583618 0.72583312 -65.563606 0.6716665 -65.519173 0.64972198 -65.433609 0.69916642 -65.389999 0.8308332 -65.301666 0.9266665 -65.196663 0.92416638 -65.171951 0.95472193 -65.140556 1.112499 -65.098618 1.145277 -65.017227 1.133888 -64.815552 1.282222 -64.751106 1.243611 -64.697487 1.262777 -64.523331 1.4375 -64.37027 1.511389 -64.349991 1.484166 -64.386398 1.409722 -64.366943 1.364444 -64.34169 1.366944 -64.255287 1.4805551 -64.070282 1.650277 -64.043877 1.909166 -63.970829 1.967222 -63.763889 1.9802769 -63.651112 2.0647211 -63.393059 2.1513879 -63.35778 2.269721 -63.365841 2.4213879 -63.48695 2.425555 -64.036942 2.4705541 -64.047501 2.5133331 -63.993061 2.633054 -64.01001 2.8022211 -64.218613 3.123333 -64.235817 3.433054 -64.18251 3.5461099 -64.203613 3.6099989 -64.497498 3.8338881 -64.685272 4.0705538 -64.801102 4.201942 -64.79805 4.2772212 -64.769173 4.289165 -64.693047 4.267221 -64.641586 4.221951) #(-69.209351 0.61827731 -69.137512 0.62999982 -69.125816 0.65111089 -69.182503 0.7319442 -69.142227 0.87055528 -69.202789 0.90666652 -69.193329 0.95194417 -69.275558 1.041111 -69.426102 1.027222 -69.446663 1.062222 -69.710297 1.060277 -69.72084 1.089722 -69.842216 1.062222) #(34.159981 0.60305518 34.260818 0.6411109 34.2911 0.68638861 34.410809 0.82194418 34.527439 1.113417) #(17.9487 0.35261491 17.96693 0.4477776 17.87888 0.95333308 18.038601 1.445555) #(34.00423 0.2369886 34.107769 0.35694429 34.159981 0.60305518) #(33.99947 0.2304191 34.00423 0.2369886) #(33.99947 0.2304191 33.980549 0.27027771 33.809429 0.15611111 33.79665 0.2338888 33.775829 0.1880555 33.705818 0.19750001 33.74749 0.3216666 33.620819 0.32055539 33.61832 0.2241666 33.546379 0.1766666 33.5261 0.2211111 33.483879 0.1852777 33.42387 0.2599999 33.412769 0.2930555 33.49416 0.2663888 33.511101 0.29944441 33.331379 0.36027771 33.36665 0.3947221 33.385818 0.48749989 33.303051 0.42749989 33.278599 0.48166659 33.190819 0.403611 33.24165 0.38777769 33.26276 0.36499989 33.15332 0.30916661 33.157211 0.2502777 33.11832 0.24888889 33.071098 0.25388879 33.098049 0.20111109 32.97887 0.088888869 32.894989 0.076944433 32.896931 0.14194439 32.875271 0.19194441 32.855259 0.1430555 32.810261 0.1572222 32.790272 0.1025 32.66193 0.090277761 32.65554 0.12972219 32.74165 0.1705555 32.722488 0.2052777 32.69054 0.1633333 32.654709 0.1680555 32.657768 0.253611 32.64526 0.28972211 32.564709 0.1872222 32.598049 0.1394444 32.5261 0.076944433 32.440819 0.029444439 32.413052 0.054722209 32.457211 0.092777759 32.45332 0.1177777 32.366379 0.080555528 32.377491 0.047222208 32.355549 0.01333333 32.253601 0.045277771) #(29.710819 -0.069301412 29.71666 0.072222203 29.77722 0.1752777 29.813881 0.158611 29.85833 0.36666659 29.96249 0.48722211 29.94416 0.57249981 29.961889 0.83035761) #(29.70989 -0.075809941 29.710819 -0.069301412) #(-75.285248 -0.1191244 -75.434433 -0.06000001 -75.597778 0.055833321 -75.628052 0.028888879 -75.775284 0.056388881 -76.047783 0.33999991 -76.10611 0.3216666 -76.115829 0.37916651 -76.303047 0.41888869 -76.33168 0.373611 -76.40834 0.39694431 -76.40889 0.24833331 -76.72139 0.2805554 -76.733063 0.2324999 -76.88028 0.2422222 -77.080841 0.35916659 -77.196663 0.3347221 -77.379707 0.38472211 -77.427223 0.42444429 -77.444443 0.62722188 -77.476387 0.66361088 -77.541672 0.65611088 -77.65834 0.74499983 -77.655937 0.81524563) #(-75.285248 -0.1191244 -75.360001 -0.15333331 -75.628052 -0.1083333) #(-75.624687 -0.176809 -75.628052 -0.1083333) #(34.186039 -0.1906672 34.131649 -0.1969445 34.084431 -0.14388891 34.14138 -0.1177778 34.122211 -0.062222231 34.05415 -0.1083333 33.951382 0.089722201 34.001381 0.2263888 33.99947 0.2304191) #(17.736771 -0.31636539 17.70999 -0.17416669 17.8036 0.1486111 17.9487 0.35261491) #(-75.363892 -0.4666667 -75.48555 -0.2266667 -75.624687 -0.176809) #(29.653 -0.47405931 29.70989 -0.075809941) #(29.6527 -0.47612429 29.653 -0.47405931) #(-75.218613 -0.9772222 -75.291382 -0.71833348 -75.245003 -0.61972219 -75.262787 -0.52305567 -75.363892 -0.4666667) #(32.253601 0.045277771 32.292759 0.0036111111 32.28249 -0.031388901 32.248322 -0.029444439 32.20805 0.03333332 32.186939 -0.076666683 32.086102 -0.034722231 32.01804 -0.055277791 32.072491 -0.098888889 31.953609 -0.1122222 31.92305 -0.1983334 31.97583 -0.1911111 32.033329 -0.32555559 31.840549 -0.48444459 31.78916 -0.5866667 31.801941 -0.65027791 31.72444 -0.74361122 31.69944 -0.84083349 31.769991 -0.87166673 31.76553 -0.99930829) #(31.76553 -0.99930829 31.423599 -0.99916661 30.751181 -0.99758112) #(31.839861 -0.9993391 31.835661 -0.99933738 31.76553 -0.99930829) #(33.92033 -1.001492 33.918591 -0.45277789 33.976089 -0.1341667 33.9072 0.1030555 33.99947 0.2304191) #(33.92033 -1.001492 33.433319 -1.000278 32.766651 -0.99972212 32.094429 -0.99944448 31.839861 -0.9993391) #(14.41639 -1.033448 14.51861 -0.60916662 14.45666 -0.51861131 14.30666 -0.43333331 14.1775 -0.4525001 14.16083 -0.3577778 14.12083 -0.2761111 13.88694 -0.2530556 13.85222 -0.1675 13.95 0.03333332 13.91333 0.042499989 13.88861 0.22277769 13.96972 0.36277771 14.06639 0.42805541 14.07222 0.4849999 14.10278 0.54638863 14.27916 0.55361092 14.4725 0.84611082 14.36527 1.090277 14.31277 1.111111 14.27389 1.326388 14.23517 1.363793) #(34.069351 -1.05581 34.07526 -1.0502779 34.04388 -1.001667 34.1311 -1.006945 34.178879 -0.85416669 34.07082 -0.79305577 34.065269 -0.55611128 34.157768 -0.52833343 34.178322 -0.44777781 34.221371 -0.41583341 34.29694 -0.47916669 34.396931 -0.4525001 34.41888 -0.52805579 34.46888 -0.50222242 34.5061 -0.45944449 34.44138 -0.3872222 34.467491 -0.34111109 34.594151 -0.341389 34.752491 -0.33944449 34.762211 -0.2911112 34.80444 -0.31138891 34.843319 -0.30694449 34.8461 -0.27750009 34.734711 -0.15555561 34.733601 -0.087777793 34.500542 -0.18555561 34.447208 -0.1644444 34.34082 -0.2033333 34.390541 -0.2733334 34.306381 -0.3919445 34.27776 -0.39250001 34.186039 -0.1906672) #(34.069351 -1.05581 34.029709 -1.036945 34.020538 -1.001389 33.92033 -1.001492) #(30.751181 -0.99758112 30.64138 -1.072222 30.482309 -1.061622) #(30.482309 -1.061622 30.52277 -1.2275 30.63166 -1.3730561) #(29.597469 -1.385249 29.578329 -0.89999998 29.62833 -0.88888907 29.632771 -0.64611107 29.67194 -0.57222217 29.6527 -0.47612429) #(30.482309 -1.061622 30.3561 -1.0650001 30.27972 -1.214445 30.184719 -1.275 30.170549 -1.339722 29.974991 -1.464444 29.901939 -1.455833 29.883329 -1.3677779 29.829161 -1.319167 29.597469 -1.385249) #(41.55772 -1.674361 41.55526 -1.592222 41.029709 -0.906389 40.98859 0.0 40.986309 2.8325901) #(29.23632 -1.687701 29.361099 -1.510278 29.597469 -1.385249) #(29.23278 -1.692744 29.23632 -1.687701) #(31.839861 -0.9993391 31.858879 -1.094722 31.79388 -1.483611 31.74972 -1.475 31.7561 -1.553889 31.74416 -1.636389 31.68305 -1.891667 31.638611 -1.936389 31.613819 -2.0440919) #(30.63166 -1.3730561 30.739161 -1.436945 30.840269 -1.6705559 30.808331 -1.929445 30.876381 -2.0469451) #(36.01339 -2.1222329 35.671371 -1.931667 34.987759 -1.5505559 34.30526 -1.168056 34.069351 -1.05581) #(36.045189 -2.1399519 36.01339 -2.1222329) #(36.295269 -2.2792871 36.045189 -2.1399519) #(30.35615 -2.3356769 30.352551 -2.335758) #(30.352551 -2.335758 30.29598 -2.337023) #(30.01251 -2.3386991 30.007351 -2.3396139) #(30.007351 -2.3396139 29.9911 -2.3425) #(30.876381 -2.0469451 30.829161 -2.357779 30.782021 -2.3807499) #(30.782021 -2.3807499 30.57375 -2.3994009) #(30.57375 -2.3994009 30.3811 -2.2994449 30.35615 -2.3356769) #(30.132429 -2.425163 30.093611 -2.3805561 30.03504 -2.3503301 30.01251 -2.3386991) #(30.29598 -2.337023 30.224991 -2.3386121 30.153601 -2.4305561 30.132429 -2.425163) #(28.87278 -2.4411991 28.863609 -2.4102781 28.88916 -2.367223 28.957769 -2.3622229 28.99332 -2.2855561 29.09194 -2.273056 29.1236 -2.229167 29.170549 -2.0863891 29.12388 -1.9044451 29.1411 -1.8197221 29.23278 -1.692744) #(28.883881 -2.478611 28.87278 -2.4411991) #(-72.354446 -2.4344449 -72.59584 -2.407778 -72.646118 -2.4941671 -72.69249 -2.440556 -72.71666 -2.4749999 -72.74472 -2.434444 -72.805832 -2.4877779 -72.891953 -2.503056 -72.944443 -2.395556 -73.022781 -2.4222231 -73.036118 -2.365278 -73.083069 -2.3633339 -73.133904 -2.2433331 -73.088333 -2.2244451 -73.057503 -2.1408341 -73.093338 -1.918056 -73.199158 -1.803056 -73.309433 -1.8722219 -73.507507 -1.748333 -73.446381 -1.5963891 -73.517227 -1.503889 -73.556381 -1.370834 -73.738892 -1.238611 -73.755569 -1.294167 -73.844162 -1.260556 -73.850281 -1.1708339 -73.938316 -1.168889 -74.020554 -1.035278 -74.077789 -1.073611 -74.236938 -1.018889 -74.29361 -0.90222239 -74.242493 -0.8900001 -74.238892 -0.85916662 -74.309158 -0.81333351 -74.376099 -0.56805551 -74.607773 -0.3836112 -74.638344 -0.41027781 -74.663887 -0.34666669 -74.706673 -0.36777779 -74.730827 -0.26638901 -74.786667 -0.20055559 -74.876099 -0.2272222 -75.150833 -0.038888901 -75.212219 -0.037500001 -75.245003 -0.1197222 -75.285248 -0.1191244) #(33.426102 -2.5572231 33.458599 -2.4980559 33.400829 -2.471112 33.462212 -2.449167 33.534161 -2.3794451 33.756649 -2.2758341 33.836102 -2.209445 33.774151 -2.0886109 33.732208 -2.0916669 33.603039 -2.1827779 33.254162 -2.1111109 33.22472 -2.143333 33.20332 -2.1094451 33.221661 -2.0411119 33.398319 -2.0411119 33.377209 -1.99 33.40638 -1.970834 33.548038 -2.035001 33.572491 -1.988333 33.492771 -1.927778 33.43943 -1.8822221 33.313042 -1.948334 33.284988 -1.928334 33.321659 -1.849167 33.374981 -1.799167 33.442211 -1.8002779 33.461929 -1.848611 33.504429 -1.840834 33.5886 -1.768889 33.646099 -1.766111 33.569988 -1.708056 33.54916 -1.672223 33.698318 -1.678889 33.709709 -1.640278 33.615822 -1.561389 33.687771 -1.525556 33.651661 -1.4761111 33.776661 -1.48 33.836929 -1.521945 33.957489 -1.518889 33.886379 -1.474167 33.79332 -1.430833 33.779709 -1.403056 33.820541 -1.388334 33.803879 -1.325834 33.947208 -1.342778 33.981098 -1.3325 33.8936 -1.285833 33.873878 -1.238889 34.069351 -1.05581) #(30.522461 -2.649637 30.489161 -2.6708341 30.433599 -2.6752779 30.43527 -2.6430559 30.57375 -2.3994009) #(-70.049728 -2.7275 -70.071671 -2.6611111 -70.125549 -2.699445 -70.236938 -2.552222 -70.32695 -2.5783341 -70.338333 -2.5555561 -70.299988 -2.531667 -70.307503 -2.4955549 -70.420547 -2.511111 -70.527222 -2.426389 -70.552223 -2.4324999 -70.540833 -2.4947231 -70.587784 -2.481112 -70.599731 -2.4208341 -70.758621 -2.2961111 -70.97139 -2.2236111 -70.988327 -2.3002779 -71.093887 -2.303056 -71.113892 -2.353056 -71.35556 -2.3913889 -71.357773 -2.353055 -71.430283 -2.2769451 -71.460564 -2.3525 -71.515007 -2.2358339 -71.679443 -2.2216671 -71.688599 -2.1497231 -71.731377 -2.1675 -71.898621 -2.384445 -72.008621 -2.357223 -72.04805 -2.387223 -72.103882 -2.4763889 -72.12999 -2.440556 -72.208893 -2.458334 -72.208893 -2.5063901 -72.33667 -2.479722 -72.354446 -2.4344449) #(29.024151 -2.744447 28.88916 -2.6538889 28.853319 -2.5136111 28.883881 -2.478611) #(29.9911 -2.3425 29.946939 -2.3211119 29.95471 -2.4749999 29.899441 -2.7055559 29.821939 -2.772778 29.571251 -2.8004) #(29.571251 -2.8004 29.527491 -2.8266671 29.44388 -2.7958341 29.37944 -2.8261111 29.34972 -2.8080561 29.32888 -2.6536119 29.140551 -2.5891671 29.05888 -2.604722 29.024151 -2.744447) #(30.522461 -2.649637 30.457211 -2.7230561 30.41749 -2.8619449 30.485161 -2.946501) #(31.613819 -2.0440919 31.70833 -2.012778 31.6511 -2.2577789 31.639721 -2.3713889 31.75638 -2.3305559 31.793051 -2.479722 31.713051 -2.5336111 31.760269 -2.626112 31.81555 -2.605 31.85972 -2.616667 31.767771 -2.6616671 31.79055 -2.8316669 31.81583 -2.8277781 31.84333 -2.7866671 31.82638 -2.7366669 31.848881 -2.68139 31.883329 -2.7177789 31.903049 -2.6411121 31.98138 -2.772778 32.024151 -2.7480559 31.93166 -2.595834 31.98805 -2.593334 31.98666 -2.5569451 32.005821 -2.4849999 32.163879 -2.5450001 32.159988 -2.49 32.0611 -2.4241669 32.068878 -2.3725009 32.172211 -2.3800011 32.218319 -2.251667 32.308041 -2.270556 32.357769 -2.3383341 32.321659 -2.356112 32.444988 -2.462779 32.545551 -2.440834 32.55444 -2.4652791 32.509708 -2.531667 32.530819 -2.5558331 32.665272 -2.4016671 32.67527 -2.520556 32.731659 -2.491111 32.738319 -2.5336111 32.764992 -2.498611 32.822208 -2.500834 32.819988 -2.7125001 32.860538 -2.719167 32.86277 -2.7775011 32.721661 -2.875556 32.796101 -2.916667 32.752491 -2.9341669 32.761662 -3.013056 32.816662 -2.9375 32.903881 -2.804167 32.999149 -2.8819449 33.02277 -2.857223 32.928879 -2.814723 32.959991 -2.790556 32.863602 -2.635278 32.881939 -2.5922229 32.87138 -2.482501 32.895821 -2.4455559 32.962769 -2.3897231 33.105259 -2.3913889 33.149712 -2.469445 33.426102 -2.5572231) #(37.675259 -3.051389 37.63026 -3.0169439 36.295269 -2.2792871) #(16.188881 -3.061666 16.19582 -2.8225 16.18388 -2.2458329 16.20694 -2.1588891 16.41444 -1.981111 16.583879 -1.766667 16.80722 -1.316389 16.96805 -1.1538889 17.30694 -1.015278 17.63555 -0.67083329 17.736931 -0.44361109 17.736771 -0.31636539) #(29.215321 -3.336621 29.21055 -3.2366669 29.240549 -3.1108339 29.21916 -3.021111 29.1486 -2.9961109 29.07444 -2.874722 28.98749 -2.8105559 28.98777 -2.77 29.024151 -2.744447) #(29.215509 -3.33816 29.215321 -3.336621) #(-78.256119 -3.5169439 -78.221123 -3.5086119 -78.170273 -3.4313891 -78.215843 -3.373889 -77.903343 -3.0269451 -77.342216 -2.8074999 -76.661392 -2.572778 -76.144173 -2.1838889 -75.590286 -1.553334 -75.402222 -0.92277789 -75.343887 -0.97611111 -75.218613 -0.9772222) #(30.4494 -3.5480001 30.63166 -3.450556 30.663601 -3.386667 30.624161 -3.3713889 30.678329 -3.3166671 30.76749 -3.3 30.83499 -3.2569449 30.85388 -3.1575 30.8311 -3.1180561 30.840269 -2.9741671 30.742769 -2.989723 30.55722 -2.893889 30.485161 -2.946501) #(37.78336 -3.651428 37.733601 -3.5261121 37.617199 -3.5075009 37.599991 -3.450278 37.613041 -3.3975 37.719978 -3.311945 37.675259 -3.051389) #(30.400829 -3.7861111 30.4494 -3.5480001) #(-70.620773 -3.8259039 -70.724442 -3.779722 -70.049728 -2.7275) #(11.14151 -3.9228981 11.24472 -3.678611 11.43917 -3.585 11.47833 -3.521389 11.56055 -3.5172219 11.69472 -3.696389 11.88472 -3.699167 11.925 -3.626667 11.84222 -3.5794439 11.84138 -3.551389 11.975 -3.322222 11.95805 -3.291389 11.69972 -3.166945 11.73194 -3.0377779 11.76611 -3.0472231 11.80166 -3.0088899 11.6325 -2.8186109 11.56472 -2.8672221 11.54333 -2.856945 11.54611 -2.793889 11.61194 -2.7158329 11.6475 -2.6133339 11.57417 -2.333333 11.68111 -2.356667 11.73527 -2.436666 11.77166 -2.396389 11.96416 -2.333333 12.02166 -2.3913889 12.47805 -2.3272231 12.51722 -2.093055 12.44805 -2.0244451 12.45277 -1.8772219 12.49527 -1.923889 12.52472 -1.905278 12.52055 -1.8724999 12.655 -1.824445 12.84527 -1.9544441 12.90444 -2.146945 12.97277 -2.190834 13.01111 -2.2955561 13.01944 -2.3477781 13.48694 -2.435277 13.72583 -2.186111 13.72722 -2.1511109 13.77055 -2.093055 13.93027 -2.357779 13.86444 -2.4230559 13.87888 -2.4763889 14.08777 -2.4949999 14.12833 -2.4544449 14.255 -2.342222 14.15833 -2.228611 14.22555 -2.1902781 14.26444 -1.9661109 14.42972 -1.891667 14.42139 -1.812778 14.46666 -1.6805561 14.38389 -1.610833 14.43389 -1.578611 14.50166 -1.390278 14.44416 -1.331944 14.48194 -1.212778 14.41639 -1.033448) #(15.51695 -4.0968022 15.56944 -4.0372219 15.84333 -3.969167 15.91111 -3.9197221 15.98333 -3.7569449 16.22777 -3.322222 16.188881 -3.061666) #(15.48707 -4.2009659 15.51695 -4.0968022) #(-69.209351 0.61827731 -69.318893 0.65305531 -69.464447 0.74027753 -69.511124 0.72638857 -69.611389 0.64555538 -69.678329 0.67888868 -69.940552 0.58166653 -70.044159 0.59083313 -70.046387 0.50444418 -70.058037 -0.1575 -69.928329 -0.30944449 -69.62027 -0.5044446 -69.573059 -0.63666689 -69.618057 -0.73388898 -69.565552 -0.84500003 -69.468338 -0.96611118 -69.44223 -1.0241669 -69.380829 -1.174445 -69.383904 -1.366667 -69.4375 -1.429167 -69.455276 -1.537778 -69.576111 -2.208333 -69.695831 -2.876945 -69.816101 -3.5494449 -69.946579 -4.2242279) #(-69.946579 -4.2242279 -70.248894 -3.8611121 -70.371933 -3.7883339 -70.516113 -3.8611121 -70.620773 -3.8259039) #(15.48 -4.2256379 15.48707 -4.2009659) #(-78.660553 -4.3022232 -78.531677 -3.9127779 -78.402496 -3.753612 -78.337784 -3.4227779 -78.284729 -3.408056 -78.260559 -3.4255559 -78.256119 -3.5169439) #(15.27287 -4.3067608 15.42861 -4.293612 15.47333 -4.2488899 15.48 -4.2256379) #(29.215509 -3.33816 29.20388 -3.3372231 29.151661 -3.354445 29.141939 -3.3991671 29.153049 -3.6741669 29.097771 -3.77 29.125549 -3.825278 29.10055 -3.8691671 29.10388 -4.2297239 29.04615 -4.307415) #(-70.035278 -4.336112 -69.972229 -4.3030558 -69.946579 -4.2242279) #(30.400829 -3.7861111 30.335831 -3.7741671 30.255831 -3.886945 30.207769 -4.0261121 30.072769 -4.166667 30.044439 -4.2463889 29.90583 -4.3497229 29.812771 -4.3602781 29.788851 -4.4043999) #(29.42359 -4.449472 29.38555 -4.1541681 29.232491 -3.885 29.246941 -3.594444 29.215509 -3.33816) #(29.65313 -4.4536529 29.65666 -4.4102778 29.599991 -4.358057 29.53833 -4.211668 29.329439 -3.761111 29.34499 -3.3805561 29.310829 -3.345834 29.215509 -3.33816) #(29.42359 -4.449472 29.65313 -4.4536529) #(29.65313 -4.4536529 29.711941 -4.4547229 29.788851 -4.4043999) #(-80.394173 -4.4769459 -80.130722 -4.28127) #(-80.340393 -3.3822739 -80.253891 -3.4208341 -80.271118 -3.470834 -80.212784 -3.595834 -80.220001 -3.688334 -80.156387 -3.887778 -80.316391 -4.0130572 -80.423317 -3.978333 -80.474716 -4.0072241 -80.480827 -4.1791682 -80.447769 -4.2219458 -80.335564 -4.1994438 -80.482773 -4.3997231 -80.467773 -4.43889 -80.394173 -4.4769459) #(-80.130722 -4.28127 -79.980827 -4.3838902 -79.89917 -4.3933339 -79.857224 -4.4475002 -79.789436 -4.4830561 -79.649986 -4.4327779 -79.495003 -4.5330558 -79.503067 -4.5686111) #(39.20562 -4.6731219 39.11998 -4.6100011 37.78336 -3.651428) #(13.09105 -4.6330719 13.10083 -4.5725012 13.14528 -4.5891681 13.19472 -4.6836109 13.37555 -4.7866678 13.41028 -4.8830562) #(13.41028 -4.8830562 13.49416 -4.8038888 13.70055 -4.7233338 13.73916 -4.4416671 13.82861 -4.4261112 13.88027 -4.4847231 13.965 -4.4950008 13.99111 -4.4652781 14.41528 -4.2741671 14.39916 -4.3413901 14.4875 -4.4269452 14.47666 -4.4563899 14.36472 -4.5577779 14.38333 -4.5994449 14.41904 -4.8876481) #(14.41904 -4.8876481 14.49583 -4.8408341 14.655 -4.9100008 14.71889 -4.8850002 14.84611 -4.7916679 15.15194 -4.4200001 15.27287 -4.3067608) #(-79.503067 -4.5686111 -79.480827 -4.713335 -79.356659 -4.8911119 -79.049438 -5.003335 -78.891388 -4.8441682 -78.918327 -4.7391658 -78.865829 -4.666389 -78.668327 -4.5591669 -78.62471 -4.436667 -78.670273 -4.379168 -78.660553 -4.3022232) #(12.01007 -5.0206151 12.16639 -4.8958349 12.20638 -4.7588892 12.29222 -4.793612 12.41278 -4.6025 12.65 -4.5594449 12.66444 -4.521667 12.78083 -4.3888888 12.89583 -4.415277 12.92222 -4.4852772 13.09105 -4.6330719) #(12.46205 -5.0923572 12.70805 -4.918611 12.82555 -4.7355571 13.0825 -4.6700001 13.09105 -4.6330719) #(12.20966 -5.770905 12.28389 -5.734446 12.52666 -5.7241669 12.53889 -5.1208329 12.46205 -5.0923572) #(13.17802 -5.8596091 13.34139 -5.8905559 13.40805 -5.853889 13.50083 -5.855278 13.98028 -5.835834 14.33555 -5.8925009 15.02806 -5.8627791 15.70527 -5.8586121 16.36832 -5.853056 16.57972 -5.9008331) #(29.94454 -5.921329 29.948879 -5.8205571 29.84388 -5.5713902 29.740271 -5.4538889 29.74222 -5.4124999 29.806391 -5.2619448 29.773331 -5.001945 29.590549 -4.9119458 29.601101 -4.83389 29.64222 -4.587501 29.65313 -4.4536529) #(141.0062 -6.3330889 141.0061 -5.9549999 141.0061 -5.2866678 141.0061 -4.6174998 141.0061 -3.947778 141.0061 -3.2777779 141.0074 -2.6077781) #(141.0062 -6.8934212 140.9005 -6.8511109 140.8499 -6.6169448 140.89799 -6.5966668 140.9485 -6.435833 140.95129 -6.3724999 141.0062 -6.3330889) #(-70.035278 -4.336112 -70.107773 -4.25389 -70.156113 -4.273335 -70.172501 -4.3247228 -70.208618 -4.3252792 -70.323898 -4.1372228 -70.433319 -4.1316671 -70.511948 -4.1808338 -70.545273 -4.1394448 -70.585281 -4.1961122 -70.620003 -4.1158342 -70.652222 -4.1186109 -70.684433 -4.1741681 -70.765839 -4.146945 -70.835007 -4.187778 -70.881668 -4.293334 -70.972778 -4.3794451 -70.988892 -4.3413901 -71.12944 -4.39889 -71.169724 -4.357779 -71.200562 -4.4113898 -71.233322 -4.376112 -71.290833 -4.3836122 -71.305557 -4.438334 -71.406677 -4.4349999 -71.656387 -4.5091681 -71.690552 -4.4738898 -71.826401 -4.5077791 -72.243881 -4.7588902 -72.325562 -4.7608352 -72.412781 -4.8863902 -72.531952 -4.9530559 -72.63501 -5.0591669 -72.741379 -5.0513892 -72.91777 -5.1519451 -72.891953 -5.2075009 -72.918327 -5.3225002 -72.950562 -5.564167 -73.218887 -6.0458341 -73.21611 -6.1552792 -73.164169 -6.2077789 -73.123894 -6.4477782 -73.19194 -6.5536122 -73.245827 -6.5680571 -73.434433 -6.6330552 -73.75473 -6.895 -73.801468 -7.117239) #(20.541929 -7.2846832 21.10305 -7.2827778 21.7836 -7.2816682) #(20.6311 -6.9144449 20.539989 -7.1422229 20.541929 -7.2846832) #(29.04615 -4.307415 29.146111 -4.3422241 29.23777 -4.0530558 29.259439 -4.1147232 29.197769 -4.522501 29.15749 -4.5050001 29.09305 -4.7822242 29.14583 -5.23 29.303329 -5.4894452 29.37472 -5.6405568 29.33666 -5.628057 29.339991 -5.6722231 29.324989 -5.8230562 29.18166 -5.919724 29.190269 -6.081389 29.320271 -6.1988902 29.40666 -6.4683352 29.453329 -6.5261121 29.48638 -6.5147238 29.491659 -6.67028 29.786381 -7.0552778 29.956659 -7.1047239 30.096661 -7.2136121 30.214161 -7.4658341 30.19722 -7.6136122 30.298941 -7.8882589) #(16.57972 -5.9008331 16.6 -6.0125008 16.717489 -6.1772232 16.70388 -6.4644461 16.84111 -6.7994442 16.91194 -6.8655558 16.927219 -6.9175 16.959999 -6.9852772 16.960819 -7.0388899 16.94582 -7.2083349 17.02527 -7.3083339 17.105551 -7.4222231 17.181101 -7.4277778 17.14666 -7.4694452 17.214439 -7.588613 17.287769 -7.62639 17.284161 -7.6994438 17.41972 -7.8480568 17.43721 -7.9247231 17.543329 -8.0213909 17.53722 -8.0772228) #(17.53722 -8.0772228 17.63805 -8.0980549 17.740549 -8.0619469 17.804991 -8.0863895 17.868601 -8.0458336 17.922211 -8.046669 18.007219 -8.108057 18.11805 -8.1069431 18.11194 -8.0780582 18.135269 -8.020834 18.525829 -7.9955559 18.531111 -7.9302788 18.767771 -7.9305549 18.794991 -7.998889 19.373051 -7.9961119 19.359159 -7.8580561 19.377489 -7.5716681 19.47138 -7.5686111 19.53583 -7.46 19.499439 -7.3516669 19.504709 -7.143889 19.56638 -7.0530558 19.542219 -6.9972229 19.631109 -6.996944 20.31138 -6.9947228 20.332491 -6.9144449 20.6311 -6.9144449) #(30.769991 -8.190834 30.708599 -8.0002785 30.45583 -7.5802789 30.381941 -7.2838898 30.207491 -6.9924998 29.82305 -6.6983328 29.55027 -6.295279 29.49666 -6.043889 29.504709 -5.9458342 29.631941 -5.7483339 29.62166 -5.669168 29.534439 -5.4480562 29.351379 -4.9513888 29.341379 -4.7977781 29.43082 -4.5411119 29.42359 -4.449472) #(30.57626 -8.2208061 30.769991 -8.190834) #(30.298941 -7.8882589 30.36388 -7.900835 30.58749 -8.1527805 30.57626 -8.2208061) #(28.897631 -8.4809036 29.40888 -8.4011116 30.089439 -8.296114 30.57626 -8.2208061) #(28.90082 -8.4877195 28.897631 -8.4809036) #(31.169991 -8.5953827 31.16835 -8.5961361) #(31.16835 -8.5961361 31.14027 -8.4177799 31.06027 -8.3522243 30.95694 -8.2130566 30.76722 -7.8091679 30.6161 -7.5700021 30.60972 -7.355001 30.5261 -7.1813898 30.53611 -7.1194458 30.56138 -7.0905571 30.56888 -6.9677782 30.447491 -6.856946 30.394159 -6.7474999 30.13888 -6.4569449 30.070271 -6.4572239 29.949711 -6.5055571 29.714161 -6.2588902 29.721939 -6.0900002 29.7561 -6.021389 29.94454 -5.921329) #(31.16835 -8.5961361 31.12582 -8.6155567 31.0411 -8.5902786 30.8986 -8.4558334 30.769991 -8.190834) #(30.57626 -8.2208061 30.5686 -8.2672253 30.457769 -8.3808355 30.446939 -8.4733353 30.489719 -8.5250034 30.57777 -8.5102806 30.53055 -8.588335 30.61277 -8.5600014 30.6436 -8.4891701 30.68055 -8.4850035 30.683331 -8.5300026 30.79055 -8.5630589 31.024719 -8.8013916 31.06361 -8.7938919 31.11833 -8.7377796 31.186939 -8.7461147 31.196939 -8.690836 31.16861 -8.5977802 31.16835 -8.5961361) #(141.0083 -9.128336 141.0069 -8.8888912 141.0069 -8.2247238 141.0061 -7.5594449 141.0062 -6.8934212) #(28.521549 -9.378149 28.40221 -9.3116684 28.371111 -9.2733364 28.38805 -9.2352791 28.52527 -9.1625023 28.7286 -8.9919453 28.96166 -8.6677799 28.95583 -8.6052799 28.90082 -8.4877195) #(32.940681 -9.4062672 32.830818 -9.3663902 32.741928 -9.2816696 32.53693 -9.2611141 32.470821 -9.1605587 32.04221 -9.0408363 31.98444 -9.0730572 31.93749 -9.0291691 31.931379 -8.9800014 31.9561 -8.9308357 31.785549 -8.8850021 31.683599 -8.9088917 31.57305 -8.8186111 31.551661 -8.689167 31.39805 -8.6294441 31.375549 -8.5822239 31.27305 -8.6219463 31.220551 -8.5766659 31.169991 -8.5953827) #(33.028591 -9.4116688 32.997761 -9.3733349 32.940262 -9.4036121 32.940681 -9.4062672) #(28.521549 -9.378149 28.538811 -9.4285812) #(32.940681 -9.4062672 32.953869 -9.4894447 32.98502 -9.4810305) #(33.928139 -9.6998062 33.755821 -9.582777 33.676929 -9.6105576 33.578869 -9.5847235 33.508881 -9.6219463 33.428871 -9.6119461 33.393879 -9.5380554 33.301929 -9.4841671 33.192478 -9.5091686 33.028591 -9.4116688) #(-65.438316 -9.6827774 -65.570007 -9.8363895 -65.613052 -9.8330574 -65.706123 -9.7502785 -65.759171 -9.7700024 -65.782784 -9.731945 -65.798607 -9.7825031 -65.823639 -9.7563915 -66.029167 -9.8069458 -66.059174 -9.7883358 -66.559433 -9.8916702 -66.779167 -10.00667 -67.158043 -10.31317) #(-65.396057 -10.3953 -65.313606 -10.29389 -65.288887 -10.19556 -65.333618 -10.02611 -65.301392 -9.8372231 -65.381943 -9.6977806 -65.438316 -9.6827774) #(-67.158043 -10.31317 -67.300293 -10.31667 -67.674263 -10.60999) #(-67.674263 -10.60999 -67.703484 -10.6943) #(-70.533073 -10.93222 -70.631943 -11.00306 -70.62999 -10.51167 -70.628052 -9.8336124 -70.557503 -9.7761145 -70.537216 -9.6911135 -70.596657 -9.6061115 -70.569458 -9.5697231 -70.53389 -9.4538898 -70.584442 -9.4380569 -70.708893 -9.5433331 -70.906952 -9.7147236 -71.299156 -9.9963894 -71.501404 -10.00361 -72.185822 -10.00389 -72.150284 -9.8888912 -72.180283 -9.8013916 -72.271118 -9.7466679 -72.305557 -9.5300026 -72.428596 -9.483057 -72.586121 -9.4536133 -73.205276 -9.4072247 -72.975563 -9.1547241 -72.948608 -9.0838909 -72.964447 -8.9833336 -73.169998 -8.7102795 -73.297501 -8.6511145 -73.351936 -8.4683342 -73.533333 -8.3555555 -73.651108 -8.0161133 -73.767227 -7.9572229 -73.782227 -7.8711119 -73.714172 -7.8724999 -73.692757 -7.8091669 -73.710564 -7.77139 -73.833328 -7.7255559 -74.009453 -7.5350008 -73.948883 -7.501667 -73.972778 -7.3458352 -73.892502 -7.375001 -73.711403 -7.3191681 -73.704178 -7.2850008 -73.801468 -7.117239) #(-68.752502 -11.00972 -68.868332 -11.01611 -69.069733 -10.96639 -69.567436 -10.95047) #(-69.567436 -10.95047 -69.929169 -10.91445 -70.027496 -10.96806 -70.269447 -11.05861 -70.394173 -11.05111 -70.533073 -10.93222) #(-67.703484 -10.6943 -67.822243 -10.66333 -68.015007 -10.65917 -68.101936 -10.70528 -68.289436 -10.98556 -68.579178 -11.1046) #(-68.579178 -11.1046 -68.76445 -11.13972 -68.784439 -11.11972 -68.752502 -11.00972) #(22.244459 -11.25064 22.483601 -11.13 22.519711 -11.04195 22.58083 -11.03445 22.7236 -11.09333 22.86916 -11.05056 22.94277 -11.095 23.108049 -11.09195 23.39749 -10.97028 23.50305 -10.95972 23.85055 -11.02778 23.886101 -11.01472 23.982719 -10.86963) #(21.7836 -7.2816682 21.81971 -7.3255572 21.8461 -7.4525008 21.749439 -7.9450011 21.80916 -8.0622215 21.93721 -8.443058 21.86027 -8.854723 21.85471 -9.2294455 21.79055 -9.4055557 21.83499 -9.5336132 22.02499 -9.8513908 22.147209 -9.9113922 22.31444 -10.38584 22.26416 -10.50056 22.303329 -10.53778 22.313049 -10.76722 22.186661 -10.82917 22.16555 -10.87333 22.246099 -11.07306 22.244459 -11.25064) #(40.435551 -10.48045 40.42054 -10.50584 40.273869 -10.58667 40.165531 -10.67139 39.76693 -10.92056 39.628319 -10.94806 39.256939 -11.17083 38.89777 -11.17222 38.852772 -11.20722 38.672489 -11.27084 38.493309 -11.4171) #(33.928139 -9.6998062 33.95026 -9.5463905 33.98859 -9.4977779 34.043598 -9.484724 34.133869 -9.5672255 34.447762 -9.8994446 34.558041 -10.18028 34.570541 -10.44445 34.67609 -10.7475 34.593868 -11.02833 34.668591 -11.16334 34.763599 -11.345 34.823318 -11.34028 34.918591 -11.42806 34.963249 -11.56566) #(35.41914 -11.57212 34.962009 -11.5729) #(34.963249 -11.56566 34.962009 -11.5729) #(34.962009 -11.5729 34.958061 -11.57291) #(38.493309 -11.4171 38.102211 -11.25334 37.868591 -11.32667 37.843319 -11.40528 37.824711 -11.51472 37.791931 -11.56111 37.440262 -11.72556 37.34721 -11.68667 37.286098 -11.70417 37.10804 -11.66445 37.025822 -11.56723 36.824989 -11.57056 36.672211 -11.71611 36.537209 -11.72695 36.185539 -11.70417 36.16304 -11.57778 36.086369 -11.54306 35.933319 -11.43084 35.816929 -11.42083 35.6436 -11.58945 35.476372 -11.59806 35.41914 -11.57212) #(23.982719 -10.86963 24.131941 -10.91472 24.143049 -11.03778 24.32305 -11.05195 24.399719 -11.11417 24.410271 -11.28028 24.361099 -11.35528 24.30444 -11.37556 24.312771 -11.3975 24.39138 -11.40945 24.44833 -11.46361 24.53166 -11.45972 24.698601 -11.33861 24.8111 -11.32361 25.332211 -11.19333 25.34638 -11.21389 25.288601 -11.37639 25.359711 -11.64167 25.502489 -11.71945 25.49305 -11.76222 25.51833 -11.77834 25.56027 -11.75334 25.782221 -11.8025 25.87471 -11.78945 26.01722 -11.90361 26.4611 -11.91722) #(28.538811 -9.4285812 28.587219 -9.5700016 28.696381 -9.798336 28.6686 -9.8194466 28.62499 -10.1425 28.570271 -10.2225 28.69305 -10.66695 28.61832 -10.72167 28.507219 -10.99445 28.484159 -11.16806 28.39555 -11.39584 28.358049 -11.53417 28.463329 -11.79667 28.81221 -12.07195 29.03694 -12.38445 29.210819 -12.37222 29.48193 -12.46028 29.522221 -12.43695 29.525829 -12.39167 29.480551 -12.38556 29.459431 -12.28639 29.499161 -12.22945 29.80563 -12.15853) #(-63.918331 -12.54473 -63.95834 -12.53278 -64.394173 -12.46167 -64.498611 -12.36417 -64.469162 -12.2825 -64.485001 -12.23556 -64.51973 -12.24195 -64.680557 -12.16861 -64.691383 -12.1 -64.736656 -12.15306 -64.811943 -12.0275 -64.987503 -12.01056 -65.017227 -11.97 -64.99527 -11.91111 -65.120827 -11.69389 -65.165009 -11.7725 -65.208893 -11.71861 -65.1875 -11.65 -65.231377 -11.51 -65.315552 -11.48889 -65.351959 -11.38056 -65.325562 -11.33195 -65.385033 -11.29333 -65.400284 -11.16417 -65.299438 -10.97278 -65.328056 -10.85111 -65.409439 -10.79889 -65.443878 -10.51472 -65.404167 -10.44584 -65.396057 -10.3953) #(21.998529 -13.2535 21.998329 -13.00417 22.644159 -13.00528 23.331659 -13.00584 24.02055 -13.00639 24.016939 -12.98722 23.88694 -12.80472 23.914989 -12.66972 24.052219 -12.38528 24.03499 -12.26417 23.974991 -12.2 23.995541 -11.77167 24.02861 -11.45778 24.06221 -11.42195 23.982719 -10.86963) #(26.4611 -11.91722 26.723049 -12.01889 26.90221 -11.96111 26.986099 -11.87167 27.032221 -11.59611 27.108601 -11.58222 27.2136 -11.5825 27.2411 -11.79361 27.4786 -11.96667 27.547211 -12.18972 27.674721 -12.30278 27.79694 -12.29861 27.85471 -12.25334 27.955549 -12.30167 27.9811 -12.37056 28.04472 -12.365 28.151661 -12.43167 28.210819 -12.40139 28.3661 -12.45555 28.533331 -12.67139 28.493601 -12.74195 28.56999 -12.89084 28.596661 -12.89473 28.63249 -12.84084 28.678881 -12.84222 28.82222 -12.98917 28.84499 -13.09139 28.924709 -13.16028 28.96166 -13.34778 29.015829 -13.39778 29.06583 -13.38695 29.17083 -13.39972 29.589439 -13.22194 29.683599 -13.265 29.68277 -13.30611 29.62138 -13.37195 29.629709 -13.40945 29.663879 -13.43778 29.801941 -13.45195 29.803881 -12.82889 29.80563 -12.15853) #(34.862122 -13.49742 34.658039 -13.49639 34.569149 -13.34695 34.52998 -12.75889 34.444431 -12.50334 34.373871 -12.16722 34.614429 -11.76389 34.626091 -11.57583 34.958061 -11.57291) #(34.962009 -11.5729 34.88332 -12.0325 34.698318 -12.18056 34.694439 -12.44195 34.823879 -12.70667 34.752209 -12.91917 34.813599 -13.07695 34.788319 -13.32056 34.868599 -13.38639 34.865791 -13.50039) #(34.865791 -13.50039 34.862122 -13.49742) #(32.98502 -9.4810305 32.99332 -9.6216679 33.10471 -9.6627808 33.11776 -9.586668 33.229149 -9.6341667 33.23859 -9.7313881 33.36137 -9.8244457 33.39027 -9.9036121 33.359428 -9.9330578 33.324162 -10.06778 33.559429 -10.22722 33.572762 -10.40028 33.684978 -10.51334 33.693039 -10.58111 33.501659 -10.77972 33.396931 -10.79861 33.28693 -10.86555 33.250271 -10.8975 33.409149 -11.17 33.356651 -11.25611 33.230541 -11.57472 33.284431 -11.57056 33.323601 -11.60778 33.32999 -11.80722 33.271099 -12.13139 33.335258 -12.25778 33.394428 -12.34167 33.54443 -12.32778 33.537769 -12.36889 33.357208 -12.54333 33.28027 -12.52722 33.226929 -12.58834 33.13776 -12.58084 33.046379 -12.60389 32.96027 -12.76167 32.967758 -12.85056 33.035259 -12.91028 32.99276 -13.03695 33.012211 -13.215 32.822208 -13.53806 32.69054 -13.565 32.689701 -13.6225 32.78582 -13.64056 32.83276 -13.70972 32.77832 -13.74333 32.78249 -13.77556 32.899151 -13.82 33.004429 -14.03278 33.039989 -14.05278 33.161652 -13.92222 33.221802 -14.0111) #(34.865791 -13.50039 34.860538 -13.71361 35.072208 -13.74028 35.282211 -14.36306 35.2286 -14.39834 35.07082 -14.19778 34.946098 -14.14806 34.938881 -14.05361 34.858051 -14.00139 34.833599 -14.03584 34.86694 -14.09389 34.801659 -14.24584 34.701382 -14.27417 34.560551 -14.10167 34.5261 -13.95723 34.58527 -13.89111 34.627491 -13.69695 34.506939 -13.56223 34.46777 -13.58334 34.424431 -13.56278 34.310822 -13.37195 34.33638 -12.91584 34.262211 -12.82639 34.278049 -12.7425 34.226101 -12.71195 34.17944 -12.5975 34.201931 -12.49445 34.149712 -12.37945 34.081661 -12.38 34.027489 -12.19028 34.06805 -12.005 34.191101 -11.90445 34.193878 -11.80972 34.316662 -11.70723 34.326649 -11.64084 34.225819 -11.24278 34.246929 -11.11556 34.188042 -10.56639 34.26305 -10.43445 34.10416 -10.21584 33.98444 -10.03972 33.901371 -9.778059 33.928139 -9.6998062) #(-69.153717 -14.57234 -68.979172 -14.3675 -69.006958 -14.33361 -68.984444 -14.23028 -68.853333 -14.19917 -68.867767 -14.11 -68.977493 -13.96167 -68.982224 -13.86167 -69.085564 -13.67445 -69.080002 -13.64361 -69.011673 -13.63417 -68.964172 -13.48333 -68.974716 -12.92639 -68.881943 -12.75889 -68.804169 -12.73028 -68.731377 -12.66972 -68.781113 -12.61778 -68.6875 -12.51945 -68.770844 -12.30861 -69.150284 -11.63222 -69.567436 -10.95047) #(-60.43256 -14.81804 -60.353889 -14.60222 -60.34639 -14.48333 -60.448608 -14.29639 -60.480831 -14.15139 -60.384171 -13.98445 -60.482769 -13.79972 -60.79501 -13.67861 -61.040001 -13.51528 -61.067501 -13.47361 -61.160549 -13.52695 -61.338329 -13.48778 -61.44944 -13.54639 -61.52972 -13.54834 -61.593891 -13.50723 -61.695 -13.52611 -61.841671 -13.53861 -61.874439 -13.45222 -62.01722 -13.34861 -62.121941 -13.14834 -62.394718 -13.14195 -62.46944 -13.07111 -62.583889 -13.05861 -62.693611 -12.96611 -62.779171 -13.01084 -62.998051 -12.835 -63.07056 -12.65278 -63.136669 -12.63611 -63.24139 -12.70445 -63.678341 -12.46917 -63.81361 -12.465 -63.918331 -12.54473) #(30.21277 -14.98111 30.845551 -14.76389 31.38221 -14.645 31.58527 -14.56167 32.07777 -14.38806 33.221802 -14.0111) #(-60.571671 -15.0975 -60.383888 -15.09278 -60.43256 -14.81804) #(35.84182 -15.32784 35.800259 -15.17778 35.92416 -14.88556 35.8811 -14.885 35.877201 -14.65611 35.095261 -13.68611 34.865791 -13.50039) #(35.843578 -15.33422 35.84182 -15.32784) #(-69.368584 -15.51216 -69.327217 -15.43056 -69.275833 -15.40417 -69.285553 -15.35722 -69.140556 -15.25473 -69.138062 -15.22528 -69.278061 -15.11111 -69.384171 -14.95889 -69.361656 -14.79361 -69.239723 -14.72528 -69.245003 -14.61639 -69.22084 -14.57028 -69.153717 -14.57234) #(30.413879 -15.63361 30.357771 -15.55472 30.38805 -15.47889 30.358049 -15.33028 30.26833 -15.25084 30.21277 -14.98111) #(35.78693 -16.0625 35.867199 -15.41945 35.843578 -15.33422) #(21.998529 -13.2535 21.999439 -14.52111 22.00079 -16.170851) #(-68.958794 -16.2155 -68.970284 -16.2075 -69.100769 -16.215549) #(-69.100769 -16.215549 -69.150558 -16.218611 -69.214722 -16.156389 -69.422234 -15.61806 -69.368584 -15.51216) #(-60.571671 -15.0975 -60.227219 -15.47861 -60.160278 -16.26306) #(-68.879333 -16.270741 -68.919159 -16.24305 -68.958794 -16.2155) #(-69.368584 -15.51216 -69.385559 -15.49306 -69.436401 -15.49806 -69.523651 -15.39415 -69.700562 -15.25139 -69.755569 -15.25722 -69.718338 -15.30361 -69.835854 -15.2925 -69.884171 -15.30778 -69.869743 -15.35 -69.951134 -15.39834 -69.922234 -15.46611 -69.774437 -15.67306 -69.789726 -15.73306 -69.851387 -15.69528 -69.861954 -15.64 -69.945557 -15.57195 -69.975594 -15.71084 -70.021957 -15.69723 -70.041412 -15.73361 -70.006668 -15.86417 -69.858902 -15.93084 -69.795563 -15.905 -69.872513 -15.86861 -69.855827 -15.81028 -69.810287 -15.78639 -69.801392 -15.8175 -69.730293 -15.92417 -69.696404 -15.89611 -69.699173 -15.94723 -69.664169 -15.98167 -69.433899 -16.01445 -69.412514 -16.080561 -69.510559 -16.19417 -69.478348 -16.21862 -69.410278 -16.189449 -69.366386 -16.250839 -69.268066 -16.28751 -69.105827 -16.238899 -69.100769 -16.215549) #(-58.355549 -16.44055 -58.327499 -16.279169 -58.386669 -16.27667 -58.440552 -16.330009 -58.757778 -16.31889 -59.460831 -16.291389 -60.160278 -16.26306) #(30.413879 -15.63361 30.37805 -15.65056 29.831381 -15.61611 29.31916 -15.74861 29.13805 -15.86 28.927219 -15.97222 28.85833 -16.0625 28.85055 -16.399731 28.761909 -16.534401) #(28.761909 -16.534401 28.75976 -16.53767) #(-69.028122 -16.540871 -68.990829 -16.41972 -68.826111 -16.351391 -68.833633 -16.3025 -68.879333 -16.270741) #(-68.958794 -16.2155 -69.077789 -16.26667 -69.031403 -16.31778 -69.031403 -16.408621 -69.09584 -16.477779 -69.08168 -16.510839 -69.028122 -16.540871) #(35.137211 -16.55056 35.251659 -16.458611 35.29332 -16.22472 35.411652 -16.124451 35.606091 -16.13723 35.78693 -16.0625) #(-69.028122 -16.540871 -68.930573 -16.59556 -68.856117 -16.59528 -68.860573 -16.47084 -68.937233 -16.46612 -68.940567 -16.43251 -68.696121 -16.36639 -68.703613 -16.340839 -68.583359 -16.32917 -68.580566 -16.24028 -68.801392 -16.189171 -68.84584 -16.21973 -68.90834 -16.07028 -68.853622 -16.064171 -68.76918 -15.97722 -68.797501 -15.94972 -69.017807 -15.93056 -69.005836 -15.86917 -69.04335 -15.78861 -69.187233 -15.70778 -69.161667 -15.675 -69.26503 -15.67778 -69.325287 -15.56084 -69.368584 -15.51216) #(32.982201 -16.708611 32.768501 -16.717819) #(32.768501 -16.717819 32.70776 -16.68417 32.708321 -16.60778 32.655258 -16.58139 32.240261 -16.43889 32.062759 -16.449169 31.908051 -16.418329 31.76055 -16.24 31.42388 -16.16111 31.300831 -16.02862 31.05805 -16.02306 30.984711 -16.05917 30.9286 -16.00223 30.42277 -16.009171 30.413879 -15.63361) #(35.2906 -17.135811 35.308041 -17.06139 35.271099 -16.950279 35.30415 -16.846121 35.27137 -16.69722 35.168591 -16.62112 35.137211 -16.55056) #(33.221802 -14.0111 33.47887 -14.41056 33.549431 -14.44223 33.650539 -14.58945 33.69276 -14.59861 33.70776 -14.50056 33.73637 -14.4875 33.82555 -14.53389 33.932209 -14.47528 34.073879 -14.49389 34.30109 -14.40361 34.388882 -14.39722 34.5411 -14.61556 34.52248 -14.68861 34.566929 -14.78722 34.58971 -15.28278 34.425259 -15.49667 34.44331 -15.5475 34.409981 -15.67583 34.324162 -15.74361 34.260269 -15.80778 34.263599 -15.91639 34.427761 -16.06362 34.410542 -16.205 34.454151 -16.28417 34.57555 -16.323891 34.594429 -16.40472 34.761929 -16.53723 34.859711 -16.6775 35.049431 -16.823891 35.128319 -16.81695 35.146381 -16.84111 35.139149 -16.95195 35.052479 -17.027229 35.091648 -17.129169 35.2906 -17.135811) #(33.044922 -17.34626 32.968319 -17.147499 32.84248 -16.93111 32.943871 -16.832781 32.982201 -16.708611) #(14.20931 -17.38678 14.21805 -17.38695 15.62611 -17.388889 17.022499 -17.391939 18.407339 -17.38678) #(11.75375 -17.25786 11.97694 -17.16361 12.12305 -17.14834 12.24694 -17.226669 12.42833 -17.205561 12.45166 -17.25362 12.50861 -17.23889 12.93888 -17.011391 13.37416 -16.968889 13.49694 -17.026951 13.54472 -17.136669 13.98083 -17.424999 14.18777 -17.416389 14.20931 -17.38678) #(-57.94389 -17.4403 -58.209171 -17.354719 -58.39806 -17.248341 -58.464451 -16.90028 -58.466389 -16.638611 -58.347221 -16.50556 -58.355549 -16.44055) #(-57.87389 -17.493441 -57.94389 -17.4403) #(-69.499733 -17.50528 -69.501106 -17.378889 -69.590851 -17.29528 -69.652496 -17.285839 -69.618057 -17.18667 -69.385834 -17.05084 -69.411118 -17.020559 -69.343613 -16.9825 -69.166397 -16.72056 -69.094467 -16.70723 -69.002502 -16.64473 -69.037781 -16.60306 -69.037514 -16.57139 -69.028122 -16.540871) #(-57.752239 -17.585791 -57.87389 -17.493441) #(23.474859 -17.624531 24.23567 -17.48188) #(22.00079 -16.170851 22.070829 -16.23917 22.13888 -16.4925 22.24888 -16.57 23.20166 -17.479719 23.474859 -17.624531) #(25.265751 -17.797661 25.11832 -17.694731 25.03277 -17.5825 24.76388 -17.509729 24.23567 -17.48188) #(27.146219 -17.84528 27.21027 -17.749729 27.37978 -17.577499 27.42638 -17.57473 27.458611 -17.517229 27.551109 -17.502781 27.60972 -17.353621 27.651381 -17.32917 27.659439 -17.23362 27.92638 -17.091949 27.93388 -17.051121 28.01166 -17.055281 28.10055 -17.03112 28.04277 -16.98612 28.09222 -16.891399 28.13555 -16.840839 28.314159 -16.82056 28.357491 -16.75639 28.391661 -16.760839 28.3736 -16.790279 28.470831 -16.901119 28.43833 -16.81584 28.644991 -16.68973 28.69611 -16.686951 28.68722 -16.772511 28.74333 -16.81889 28.86277 -16.76195 28.84277 -16.689449 28.87805 -16.664169 28.92277 -16.71084 28.9986 -16.608061 28.93638 -16.597231 28.95388 -16.55862 28.8811 -16.58889 28.84416 -16.57362 28.88138 -16.554171 28.76749 -16.53723 28.761909 -16.534401) #(28.75976 -16.53767 28.259991 -16.724171 28.138599 -16.82362 27.82527 -16.959169 27.63888 -17.22472 27.61916 -17.337231 27.145821 -17.804449 27.146219 -17.84528) #(27.122431 -17.88076 27.146219 -17.84528) #(27.122431 -17.88076 27.03141 -17.95545) #(28.761909 -16.534401 28.651381 -16.47834 28.57305 -16.534731 28.51083 -16.56501 28.48888 -16.51417 28.396111 -16.60001 28.37583 -16.55389 28.27499 -16.54306 28.321659 -16.571671 28.32888 -16.599449 28.285271 -16.608891 28.25083 -16.65723 28.202499 -16.634729 28.161659 -16.64362 28.20388 -16.692499 28.073879 -16.75639 28.085831 -16.816669 28.015829 -16.85862 27.9086 -16.77084 27.87944 -16.805 27.845551 -16.820009 27.791941 -16.79973 27.770269 -16.853621 27.86833 -16.903061 27.69083 -16.946951 27.73999 -16.98473 27.658051 -17.06056 27.620831 -17.05167 27.55249 -17.160561 27.418329 -17.28334 27.453609 -17.31889 27.34222 -17.413891 27.314159 -17.466669 27.37999 -17.455009 27.37944 -17.479731 27.170549 -17.688339 27.03141 -17.95545) #(27.03141 -17.95545 27.020769 -17.96418) #(20.784861 -18.01173 20.3936 -17.887501 20.09972 -17.895559 19.91527 -17.85751 19.75555 -17.897499 19.662491 -17.837231 19.459709 -17.86167 18.91666 -17.81501 18.719709 -17.706949 18.48333 -17.440281 18.407339 -17.38678) #(21.382641 -18.01173 21.423599 -18.00667 22.83777 -17.747219 23.474859 -17.624531) #(20.784861 -18.01173 20.971661 -17.9625 21.242769 -17.938339 21.382641 -18.01173) #(27.020769 -17.96418 26.689159 -18.075279 26.46277 -17.968611 26.31472 -17.935841 26.214991 -17.884171 25.971661 -18.00639 25.859711 -17.973339 25.85416 -17.908621 25.71999 -17.83639 25.59972 -17.841391 25.391939 -17.85084 25.265751 -17.797661) #(-57.582581 -18.100439 -57.77528 -17.63695 -57.739719 -17.59528 -57.752239 -17.585791) #(33.044922 -17.34626 32.96027 -17.52084 33.04332 -17.61389 33.018589 -17.723339 32.966091 -17.84223 32.974701 -17.923611 32.946091 -17.975 32.975811 -18.101391) #(-57.5042 -18.177731 -57.565552 -18.14139 -57.582581 -18.100439) #(23.291451 -17.99815 21.46249 -18.304449 20.99544 -18.31741) #(-70.40332 -18.34799 -70.178329 -18.32889 -69.965843 -18.256109 -69.841667 -18.12862 -69.769173 -17.946951 -69.848343 -17.716669 -69.815002 -17.652229 -69.684158 -17.66362 -69.499733 -17.50528) #(33.001438 -18.405029 33.07304 -18.34889 32.966648 -18.23584 33.001099 -18.183331 32.975811 -18.101391) #(25.265751 -17.797661 24.82333 -17.840561 24.60194 -18.020559 24.496099 -18.05945 24.464161 -18.00806 24.381941 -17.946671 23.98888 -18.16445 23.82333 -18.32251 23.615549 -18.485279 23.570829 -18.46722 23.54888 -18.31723 23.461941 -18.226391 23.291451 -17.99815) #(-59.990841 -19.296671 -60.613621 -19.459169 -61.742771 -19.645) #(-68.684952 -19.70084 -68.480827 -19.44445 -68.4375 -19.437229 -68.462219 -19.39889 -68.740829 -19.17778 -68.952499 -18.967501 -68.93277 -18.88278 -69.000839 -18.743059 -69.027237 -18.466391 -69.148064 -18.137779 -69.075012 -18.07723 -69.078613 -18.018061 -69.139717 -18.0275 -69.265556 -17.96361 -69.303329 -17.963341 -69.335564 -17.781389 -69.491379 -17.628889 -69.499733 -17.50528) #(-58.1217 -19.740311 -57.793892 -19.08112 -57.70472 -19.04834 -57.71666 -18.946951 -57.77277 -18.909731 -57.551941 -18.23889 -57.491112 -18.238609 -57.458611 -18.20472 -57.5042 -18.177731) #(-57.847778 -19.978889 -58.1217 -19.740311) #(-58.158169 -20.168859 -57.847778 -19.978889) #(-58.158169 -20.168859 -58.151661 -19.82806 -58.232498 -19.782511 -59.10194 -19.348061 -59.990841 -19.296671) #(27.71397 -20.509859 27.35722 -20.465 27.287491 -20.49472 27.297211 -20.302509 27.21999 -20.091669 27.026661 -20.00028 26.969709 -20.009729 26.610821 -19.85445 26.5886 -19.79917 26.441099 -19.73111 26.40444 -19.675831 26.325821 -19.654449 26.348049 -19.597231 26.19194 -19.544729 25.961941 -19.100281 25.97332 -18.94556 25.808331 -18.776951 25.797489 -18.681669 25.659439 -18.53112 25.39333 -18.122511 25.30916 -18.06584 25.23666 -17.894449 25.265751 -17.797661) #(-61.742771 -19.645 -61.913059 -20.080009 -62.269451 -20.562229) #(33.001438 -18.405029 33.013599 -18.466949 32.888321 -18.53056 32.949711 -18.690281 32.92804 -18.767229 32.89999 -18.791109 32.817211 -18.779169 32.701099 -18.83695 32.720261 -18.88278 32.69915 -18.94445 32.716091 -19.02195 32.845261 -19.03723 32.852211 -19.286671 32.78471 -19.36639 32.783039 -19.467779 32.85054 -19.493891 32.845539 -19.684999 32.912762 -19.692499 32.953602 -19.648609 32.978588 -19.664169 32.975811 -19.73667 33.059429 -19.780279 33.03915 -19.81389 33.026649 -20.03112 32.953041 -20.03639 32.901089 -20.134729 32.665821 -20.55723 32.550819 -20.555 32.502209 -20.59861 32.483601 -20.661671 32.52137 -20.914169 32.360271 -21.135839 32.492168 -21.34646) #(29.08334 -21.825121 29.08083 -21.820841 28.56805 -21.631109 28.49194 -21.66083 28.35722 -21.60306 28.20277 -21.59667 28.01277 -21.561951 27.9086 -21.31389 27.739429 -21.145559 27.68527 -21.06362 27.71944 -20.811951 27.700821 -20.60667 27.72471 -20.567499 27.71397 -20.509859) #(29.25815 -22.066521 29.15666 -22.07695 29.073879 -22.037781 29.03722 -21.974171 29.037769 -21.89473 29.08334 -21.825121) #(-57.9828 -22.08923 -57.922779 -21.895281 -57.956669 -21.8475 -57.891949 -21.689449 -57.95417 -21.510839 -57.851398 -21.330549 -57.906658 -21.28112 -57.838329 -21.20056 -57.81945 -20.95611 -57.921108 -20.902229 -57.864449 -20.859171 -57.861389 -20.82917 -57.943329 -20.79417 -57.85973 -20.734449 -57.926392 -20.66695 -57.978882 -20.711109 -57.996948 -20.612221 -57.990841 -20.44084 -58.08556 -20.37112 -58.10556 -20.265011 -58.14278 -20.280279 -58.161942 -20.23667 -58.11972 -20.201111 -58.158169 -20.168859) #(-66.231667 -21.78751 -66.273621 -21.95723 -66.345551 -22.11445) #(-64.670273 -22.17112 -64.722778 -22.181391 -64.988602 -22.090839 -65.598892 -22.1 -65.768066 -22.10223 -65.926392 -21.933331 -66.041382 -21.91667 -66.077499 -21.831949 -66.231667 -21.78751) #(29.370529 -22.19138 29.25815 -22.066521) #(-57.9828 -22.08923 -57.87944 -22.13056 -57.64555 -22.099171 -57.614719 -22.173059 -57.516941 -22.184731 -57.320839 -22.20167 -57.177219 -22.215839 -57.000858 -22.23308) #(-62.269451 -20.562229 -62.259171 -21.05695 -62.63866 -22.236629) #(-62.63866 -22.236629 -62.78944 -22.12278 -62.80917 -21.996389) #(-57.000858 -22.23308 -56.87389 -22.245831 -56.875832 -22.285 -56.834171 -22.29834 -56.78083 -22.253059 -56.701111 -22.214451 -56.637779 -22.262779 -56.48634 -22.08267) #(-56.48634 -22.08267 -56.396389 -22.06695 -56.383888 -22.10112 -56.200279 -22.275841 -55.921669 -22.30056) #(-62.80917 -21.996389 -63.941109 -22.000839 -64.115829 -22.342779) #(32.492168 -21.34646 32.410259 -21.311119 31.39333 -22.35417 31.29763 -22.41614) #(31.29763 -22.41614 31.15583 -22.321671 30.86694 -22.29612 30.294991 -22.34334 30.2311 -22.292231 30.133051 -22.30056 29.76749 -22.13611 29.450821 -22.16334 29.370529 -22.19138) #(14.675 -22.638611 14.52833 -22.68195) #(-66.345551 -22.11445 -66.736938 -22.227501 -66.775009 -22.42695 -67.022781 -22.523899 -67.012512 -22.64278 -67.123047 -22.71806 -67.18367 -22.82156) #(-64.325012 -22.873619 -64.275284 -22.63389 -64.146118 -22.432779 -64.115829 -22.342779) #(-64.325012 -22.873619 -64.34584 -22.847231 -64.456673 -22.632231 -64.433319 -22.54278 -64.566101 -22.361389 -64.539169 -22.27639 -64.561943 -22.24361 -64.670273 -22.17112) #(-68.684952 -19.70084 -68.696953 -19.740561 -68.541107 -19.84473 -68.574448 -20.05751 -68.650558 -20.056669 -68.786942 -20.10334 -68.774719 -20.13167 -68.710281 -20.14917 -68.726097 -20.23111 -68.668327 -20.32778 -68.757507 -20.37611 -68.749451 -20.43306 -68.684738 -20.509729 -68.488602 -20.60778 -68.46611 -20.64473 -68.567497 -20.742229 -68.550827 -20.909451 -68.50029 -20.939449 -68.421112 -20.939171 -68.188606 -21.296949 -68.188606 -21.60639 -68.105827 -21.7425 -68.084442 -21.966949 -67.970551 -22.06473 -67.922501 -22.241949 -67.935822 -22.29612 -67.886124 -22.438339 -67.876389 -22.82806 -67.793327 -22.878059 -67.579453 -22.901119 -67.18367 -22.82156) #(14.45084 -23.151159 14.73222 -23.233061 14.66805 -22.984171 14.675 -22.638611) #(-67.18367 -22.82156 -67.001106 -23.002781 -67.151321 -23.39765) #(-60.313061 -24.020281 -60.640839 -23.895559 -61.015011 -23.80611 -61.124168 -23.59778 -61.22472 -23.555281 -61.619999 -23.285839 -61.999168 -22.99472 -62.005562 -22.94223 -62.26083 -22.600281 -62.237499 -22.56695 -62.25861 -22.51889 -62.628052 -22.303329 -62.62389 -22.249161 -62.63866 -22.236629) #(-54.243061 -24.052231 -54.42889 -23.900841 -54.63805 -23.80751 -54.932499 -23.968611 -55.204441 -24.018339 -55.396671 -23.971121 -55.418892 -23.939171 -55.44194 -23.70084 -55.522499 -23.596951 -55.502781 -23.378889 -55.550549 -23.31917 -55.527222 -23.219999 -55.630001 -22.98695 -55.610001 -22.708611 -55.730831 -22.53945 -55.745548 -22.395281 -55.85973 -22.28334 -55.921669 -22.30056) #(-59.638248 -24.24752 -60.038059 -24.009729 -60.17028 -24.04167 -60.313061 -24.020281) #(29.370529 -22.19138 29.08749 -22.224171 28.96055 -22.313339 28.96582 -22.386391 28.91777 -22.45834 28.634439 -22.563339 28.439711 -22.57362 28.18416 -22.684731 28.14916 -22.780001 28.04277 -22.84111 28.052219 -22.88139 28.024441 -22.92445 27.938601 -22.955561 27.928329 -23.05806 27.81749 -23.109171 27.78611 -23.165279 27.736931 -23.23 27.601379 -23.22028 27.572769 -23.28945 27.52055 -23.38361 27.395821 -23.390841 27.10277 -23.57667 27.067209 -23.66083 27.03249 -23.65472 26.999161 -23.648609 26.959431 -23.75362 26.84527 -24.26445 26.554991 -24.436939 26.46471 -24.580561 26.40288 -24.63044) #(25.86595 -24.738661 26.359989 -24.618891 26.40288 -24.63044) #(20.99544 -18.31741 20.993601 -19.299721 20.99332 -20.647221 20.99194 -21.99695 19.995819 -22.0014 19.99666 -22.073891 19.99888 -23.42667 20.00141 -24.76363) #(-54.401901 -24.823589 -54.311939 -24.609171 -54.331669 -24.492781 -54.274441 -24.41139 -54.253059 -24.33139 -54.31945 -24.237221 -54.329441 -24.12167 -54.243061 -24.052231) #(25.86595 -24.738661 25.832211 -25.028061) #(-54.596111 -25.574869 -54.617222 -25.438061 -54.42223 -25.13695 -54.457779 -25.04973 -54.401901 -24.823589) #(25.58709 -25.62104 25.832211 -25.028061) #(-54.596111 -25.574869 -54.426109 -25.684999 -54.380001 -25.577499 -54.278339 -25.548889 -54.24194 -25.59667 -54.176392 -25.57362 -54.203609 -25.53112 -54.095829 -25.49861 -54.11417 -25.56723 -54.08083 -25.598339 -54.067501 -25.55056 -53.968071 -25.58823) #(31.29763 -22.41614 31.561661 -23.18667 31.550831 -23.476669 31.683599 -23.613621 31.769711 -23.85639 31.876381 -23.9275 31.88583 -24.17112 32.016102 -24.45945 32.018589 -25.035 31.988319 -25.518061 32.019981 -25.65028 31.919439 -25.814171 31.967739 -25.958179) #(31.967739 -25.958179 32.089981 -26.009451 32.103039 -26.16222 32.0611 -26.261391 32.072208 -26.393339 32.12915 -26.50584 32.13422 -26.84057) #(32.33305 -26.860279 32.893089 -26.846439) #(32.33305 -26.860279 32.13422 -26.84057) #(20.692341 -26.89468 20.897209 -26.794729 21.144159 -26.866671 21.3486 -26.827499 21.523609 -26.85334 21.69305 -26.85305 21.77861 -26.77084 21.759991 -26.69195 21.79138 -26.671671 21.89888 -26.668329 22.067209 -26.614731 22.17944 -26.42778 22.461941 -26.215 22.71277 -25.999161 22.72249 -25.937229 22.769159 -25.823059 22.73027 -25.788891 22.81888 -25.66806 22.813049 -25.56389 22.92638 -25.38389 23.10471 -25.30028 23.458321 -25.278339 23.49638 -25.333891 23.73444 -25.462219 23.84416 -25.574169 24.007219 -25.622511 24.000271 -25.65889 24.15027 -25.62167 24.266109 -25.696671 24.39333 -25.762779 24.4461 -25.735559 24.50444 -25.76306 24.80777 -25.830839 25.03694 -25.728609 25.15221 -25.76222 25.386379 -25.746389 25.58709 -25.62104) #(20.692341 -26.89468 20.63694 -26.81278 20.61138 -26.449169 20.693331 -26.38612 20.860821 -26.13361 20.75666 -25.78195 20.67971 -25.679449 20.687771 -25.57889 20.631941 -25.51889 20.673321 -25.45916 20.55555 -25.379999 20.38999 -25.036949 20.17499 -24.892229 20.00141 -24.76363) #(-53.838902 -27.17169 -53.698608 -26.88945 -53.711681 -26.83473 -53.750561 -26.766951 -53.72694 -26.675831 -53.71278 -26.360559 -53.65028 -26.26306 -53.660278 -26.19973 -53.827229 -25.95278 -53.827499 -25.85112 -53.894718 -25.629169 -53.95805 -25.64444 -53.968071 -25.58823) #(-58.60265 -27.29418 -58.65889 -27.181391 -58.63612 -27.13723 -58.56361 -27.116949 -58.546108 -27.045839 -58.509731 -27.05862 -58.47361 -26.936119 -58.31778 -26.87834 -58.34222 -26.81389 -58.246109 -26.76473 -58.239719 -26.649731 -58.185268 -26.658621 -58.168331 -26.596951 -58.21806 -26.54056 -58.207218 -26.494169 -58.211391 -26.425831 -58.169449 -26.34223 -58.17223 -26.272779 -58.104721 -26.24028 -58.121941 -26.218889 -57.853889 -25.996389 -57.900829 -25.952499 -57.750011 -25.716669 -57.75111 -25.67 -57.575569 -25.573059 -57.557781 -25.433331 -57.640282 -25.378889 -57.65028 -25.330009 -57.870548 -25.08778 -57.980831 -25.077499 -58.228611 -24.938339 -58.338051 -24.997499 -58.460831 -24.852501 -58.686661 -24.81612 -58.885559 -24.726391 -59.13139 -24.59889 -59.426392 -24.39834 -59.615841 -24.28639 -59.638248 -24.24752) #(32.13422 -26.84057 32.006939 -26.80862 31.958599 -27.11278 31.983601 -27.316669 31.51749 -27.313061 31.161659 -27.203051 30.983049 -27.029449 30.899441 -26.77195 30.81888 -26.81056 30.8036 -26.702499 30.802219 -26.462219 31.063881 -26.091391 31.12833 -25.913891 31.320551 -25.75528 31.421659 -25.72834 31.87805 -25.99556 31.967739 -25.958179) #(-55.785381 -27.43449 -55.603611 -27.34639 -55.581669 -27.30195 -55.598881 -27.16445 -55.451939 -27.091391 -55.445831 -27.023899 -55.396111 -26.97167 -55.25111 -26.936119 -55.18639 -26.96278 -55.12611 -26.945 -55.117771 -26.85778 -54.95055 -26.770559 -54.930561 -26.688339 -54.883331 -26.656111 -54.803612 -26.659451 -54.63361 -26.200279 -54.663059 -25.977221 -54.601669 -25.95278 -54.644169 -25.65695 -54.583889 -25.636669 -54.596111 -25.574869) #(-56.784199 -27.492331 -56.874168 -27.42112 -56.932499 -27.423059 -57.059441 -27.48889 -57.404449 -27.42417 -57.735561 -27.305281 -58.01112 -27.270281 -58.60265 -27.29418) #(-56.76926 -27.499741 -56.784199 -27.492331) #(-55.785381 -27.43449 -55.88805 -27.333891 -56.0425 -27.303619 -56.148609 -27.312229 -56.274719 -27.396111 -56.271111 -27.46139 -56.361111 -27.584169 -56.392231 -27.586121 -56.452782 -27.55084 -56.515011 -27.46417 -56.585831 -27.448059 -56.673328 -27.46139 -56.726101 -27.50362 -56.76926 -27.499741) #(19.99725 -28.426359 19.9986 -27.471951 20.000271 -26.11945 20.00141 -24.76363) #(16.483021 -28.580339 16.678049 -28.46056 16.72777 -28.496111 16.803329 -28.36445 16.778879 -28.32473 16.773609 -28.259451 16.82444 -28.26112 16.80722 -28.21833 16.85166 -28.212219 16.83861 -28.16861 16.882771 -28.17695 16.88166 -28.139721 16.91749 -28.06389 17.09499 -28.03639 17.19416 -28.121389 17.18416 -28.202499 17.221661 -28.24472 17.261379 -28.23694 17.348881 -28.23667 17.39916 -28.34778 17.38805 -28.42305 17.321939 -28.467779 17.359989 -28.516399 17.409439 -28.716391 17.59527 -28.69334 17.604441 -28.75695 17.65555 -28.775841 17.708599 -28.751671 18.183599 -28.90889 18.63999 -28.846951 18.957769 -28.868059 19.009439 -28.93222 19.12944 -28.960831 19.294991 -28.89361 19.239161 -28.798889 19.27416 -28.731951 19.466379 -28.69972 19.569441 -28.52639 19.99725 -28.426359) #(27.014721 -29.641729 27.349991 -29.481951 27.456659 -29.291109 27.73138 -28.941111 27.87999 -28.9125 27.929991 -28.85334 27.980551 -28.88306 28.146379 -28.723049 28.6511 -28.56945 28.700411 -28.61367) #(-67.151321 -23.39765 -67.339996 -24.023899 -68.252502 -24.396391 -68.289436 -24.457781 -68.392227 -24.50584 -68.443878 -24.62639 -68.491096 -24.60667 -68.571671 -24.805281 -68.545273 -24.873619 -68.455002 -24.905001 -68.354446 -25.129169 -68.397781 -25.14028 -68.502502 -25.177231 -68.575562 -25.355 -68.595284 -25.50556 -68.484734 -25.778339 -68.404167 -26.173889 -68.570557 -26.317499 -68.579727 -26.520559 -68.287216 -26.915279 -68.320282 -27.044729 -68.525284 -27.088341 -68.588333 -27.16972 -68.738892 -27.10334 -68.811111 -27.12056 -68.878601 -27.237499 -68.865837 -27.288059 -68.939163 -27.417219 -69.006958 -27.458891 -69.186111 -27.965839 -69.304443 -28.00362 -69.410294 -28.2125 -69.476387 -28.191389 -69.529999 -28.312229 -69.656952 -28.405279 -69.666412 -28.572781 -69.704453 -28.59334 -69.800278 -29.108061 -70.027222 -29.28195 -70.035004 -29.355 -70.003067 -29.423889 -69.96167 -29.680559 -69.917503 -29.713341) #(-57.613529 -30.18268 -57.533619 -30.16334 -57.319729 -29.975281 -57.29306 -29.81889 -57.250278 -29.787781 -57.110561 -29.76667 -57.041389 -29.702221 -56.690281 -29.33445 -56.64167 -29.19611 -56.571671 -29.124729 -56.418331 -29.056391 -56.40472 -28.9625 -56.315552 -28.91222 -56.28944 -28.784731 -56.015282 -28.59111 -56.018608 -28.50778 -55.89362 -28.464451 -55.90028 -28.380831 -55.873611 -28.35639 -55.812222 -28.35639 -55.692501 -28.40889 -55.66806 -28.34528 -55.67889 -28.3025 -55.773331 -28.246389 -55.756672 -28.219999 -55.440552 -28.079451 -55.374168 -27.97361 -55.180561 -27.855841 -55.12611 -27.885839 -55.105831 -27.85 -55.029171 -27.853889 -55.021671 -27.833891 -55.081951 -27.79056 -55.073059 -27.771669 -54.993061 -27.788059 -54.91222 -27.737221 -54.80611 -27.530279 -54.753059 -27.56056 -54.579731 -27.448339 -54.53722 -27.49111 -54.448051 -27.465281 -54.45417 -27.411949 -54.354172 -27.45389 -54.345829 -27.39945 -54.307781 -27.431669 -54.279171 -27.42417 -54.230549 -27.34584 -54.167782 -27.25 -54.148609 -27.289169 -54.091942 -27.28334 -53.877781 -27.11945 -53.838902 -27.17169) #(27.380989 -30.31601 27.395269 -30.12833 27.328051 -30.13945 27.014721 -29.641729) #(27.380989 -30.31601 27.459709 -30.311951 27.564131 -30.40341) #(28.700411 -28.61367 28.976101 -28.88722 29.073879 -28.966669 29.33305 -29.092501 29.455549 -29.35334 29.418051 -29.433331 29.35722 -29.45056 29.293329 -29.504999 29.31221 -29.576111 29.166929 -29.672501 29.12471 -29.83223 29.15749 -29.851669 29.1611 -29.92112 28.785271 -30.103609 28.54472 -30.11445 28.241659 -30.26306 28.217489 -30.301121 28.2575 -30.32667 28.144711 -30.45417 28.15999 -30.498329 28.09194 -30.60334 28.097771 -30.65889 27.738041 -30.59778 27.69083 -30.548611 27.564131 -30.40341) #(-58.198299 -32.45335 -58.101391 -32.32806 -58.099442 -32.259178 -58.184441 -32.15501 -58.146389 -31.99028 -58.18388 -31.921671 -58.17889 -31.85417 -58.03722 -31.78639 -57.97916 -31.610279 -57.98695 -31.552509 -58.077499 -31.484171 -58.076111 -31.456671 -57.988892 -31.40167 -57.851669 -31.046391 -57.91029 -30.93417 -57.81361 -30.91222 -57.795841 -30.876949 -57.808891 -30.73473 -57.889999 -30.59223 -57.874722 -30.50445 -57.757511 -30.428341 -57.62611 -30.285839 -57.640282 -30.190001 -57.613529 -30.18268) #(-57.613529 -30.18268 -57.566952 -30.205561 -57.568062 -30.252781 -57.521671 -30.27528 -57.214161 -30.29278 -57.150551 -30.24334 -57.14555 -30.184999 -57.071671 -30.109449 -56.97583 -30.100559 -56.79528 -30.11278 -56.61945 -30.25223 -56.625271 -30.294729 -56.27417 -30.528891 -56.163891 -30.645559 -56.001949 -30.796391 -55.976662 -30.860279 -56.00695 -30.94445 -56.000561 -31.08223 -55.8325 -31.071119 -55.71666 -30.94223 -55.642231 -30.94195 -55.629169 -30.84861 -55.576672 -30.84861 -55.41555 -30.97139 -55.235828 -31.245279 -55.065281 -31.32695 -55.02 -31.270559 -54.90834 -31.376671 -54.588051 -31.46278 -54.47028 -31.58139 -54.46389 -31.672501 -54.12418 -31.91556 -54.067219 -31.875 -53.907501 -31.949169 -53.863892 -32.011681 -53.746948 -32.055561 -53.718891 -32.14278 -53.62944 -32.366119 -53.40028 -32.57056 -53.25528 -32.602791 -53.171741 -32.666061) #(-53.171741 -32.666061 -53.095001 -32.724171 -53.111671 -32.74696 -53.49667 -33.092781 -53.53056 -33.199451 -53.50111 -33.408051 -53.52417 -33.580841 -53.52412 -33.585152) #(-53.52412 -33.585152 -53.52306 -33.6814 -53.37582 -33.74773) #(-69.917503 -29.713341 -69.905838 -29.814449 -69.967499 -30.088619 -69.841667 -30.12056 -69.827499 -30.15889 -69.897781 -30.32251 -69.944443 -30.37639 -70.044159 -30.396669 -70.130547 -30.354719 -70.165833 -30.37084 -70.134171 -30.43972 -70.300278 -30.77639 -70.330002 -30.953609 -70.258057 -31.039169 -70.313606 -31.03195 -70.349167 -31.07445 -70.420273 -31.154169 -70.445541 -31.09306 -70.47139 -31.098061 -70.533333 -31.188061 -70.587219 -31.566669 -70.468887 -31.808901 -70.416397 -31.87834 -70.278343 -31.897221 -70.231949 -31.968889 -70.273064 -32.048069 -70.33168 -32.039181 -70.37999 -32.05167 -70.329178 -32.197231 -70.235001 -32.326401 -70.232773 -32.425838 -70.166107 -32.4589 -70.146118 -32.506119 -70.171112 -32.607792 -70.144173 -32.761681 -69.992767 -32.895561 -70.101669 -33.03001 -70.098892 -33.172508 -70.023064 -33.27029 -69.976936 -33.298901 -69.935547 -33.243622 -69.898621 -33.237511 -69.79834 -33.286129 -69.779167 -33.40556 -69.87027 -33.564449 -69.848343 -33.724171 -69.904167 -33.769169 -69.900284 -33.960831 -69.849167 -33.971951 -69.866096 -34.143902 -69.813049 -34.229721 -69.828339 -34.250851 -70.023903 -34.275009 -70.054993 -34.298351 -70.047501 -34.409168 -70.224716 -34.59528 -70.23555 -34.66695 -70.313606 -34.74889 -70.263634 -34.797791 -70.361938 -35.004452 -70.361656 -35.142502 -70.386124 -35.171669 -70.541382 -35.2089 -70.569458 -35.254459 -70.550278 -35.296669 -70.423317 -35.340839 -70.460831 -35.38834 -70.396118 -35.515011 -70.420273 -35.64362 -70.337784 -35.808338 -70.409729 -35.963619 -70.369453 -36.04668 -70.426666 -36.135551) #(-70.426666 -36.135551 -70.580002 -36.148621 -70.706673 -36.2775 -70.700562 -36.409161 -70.730827 -36.424721 -70.893623 -36.402222 -70.941101 -36.48444 -71.037781 -36.486111 -71.057503 -36.562778 -71.043327 -36.679729 -71.063606 -36.699451 -71.107498 -36.67556 -71.138344 -36.69083 -71.186943 -36.848888 -71.12999 -36.962231 -71.200287 -36.97583 -71.079453 -37.104172 -71.196663 -37.313622 -71.109734 -37.453609 -71.112213 -37.489449 -71.180283 -37.634731 -71.176392 -37.713341 -71.077217 -37.94223 -70.97084 -38.41806 -70.825844 -38.55167 -70.835281 -38.60001 -70.876663 -38.638901 -70.869453 -38.695 -71.059433 -38.75029 -71.397781 -38.916111 -71.41861 -38.96056 -71.403061 -39.090279 -71.404449 -39.333061 -71.473053 -39.393902 -71.45195 -39.438332 -71.541107 -39.531391 -71.485817 -39.55751 -71.488327 -39.59306 -71.516113 -39.620281 -71.685547 -39.56945 -71.710564 -39.637218 -71.669449 -39.857231 -71.605827 -39.906391 -71.670837 -40.100559 -71.726936 -40.092232 -71.806107 -40.09362 -71.807503 -40.168339 -71.791382 -40.245838 -71.715561 -40.304169 -71.702499 -40.276402 -71.664436 -40.303341 -71.719727 -40.42778 -71.791382 -40.415279 -71.837784 -40.531681 -71.950562 -40.732769 -71.837509 -40.953899 -71.853882 -41.115559) #(-71.651314 -43.920731 -71.694992 -43.877781 -71.741943 -43.768341 -71.777222 -43.779449 -71.809433 -43.736389 -71.690277 -43.672508 -71.70723 -43.592232 -71.874161 -43.536671 -71.847778 -43.481392 -71.86972 -43.456402 -71.921944 -43.45779 -71.922501 -43.378059 -71.736938 -43.293072 -71.732773 -43.188061 -71.751106 -43.167511 -72.053047 -43.104721 -72.106377 -43.055 -72.139717 -42.99139 -72.102493 -42.84861 -72.132217 -42.66 -72.113617 -42.528881 -72.025833 -42.477501 -72.071671 -42.429729 -72.043327 -42.366402 -72.131668 -42.28194 -72.017776 -42.13361 -71.970551 -42.125 -71.914169 -42.178059 -71.735001 -42.103901 -71.91806 -41.626389 -71.839722 -41.56834 -71.899437 -41.35862 -71.853882 -41.115559) #(-71.648827 -43.923161 -71.651314 -43.920731) #(-71.660004 -43.961121 -71.648827 -43.923161) #(-71.66835 -43.967369 -71.660004 -43.961121) #(-71.751938 -46.341331 -71.761124 -46.224449 -71.872498 -46.16555 -71.897781 -46.140289 -71.771667 -46.119999 -71.601936 -45.97472 -71.637787 -45.892231 -71.759171 -45.84417 -71.791946 -45.725559 -71.740829 -45.584171 -71.707497 -45.536961 -71.502792 -45.51556 -71.467499 -45.477501 -71.506668 -45.411381 -71.296951 -45.30584 -71.330002 -45.228329 -71.453613 -45.159168 -71.498047 -45.075562 -71.591667 -44.97139 -72.071121 -44.897789 -72.081123 -44.774731 -72.052223 -44.753891 -71.938316 -44.78418 -71.482773 -44.74445 -71.339722 -44.803341 -71.271118 -44.79446 -71.220284 -44.73333 -71.233322 -44.662781 -71.212784 -44.628342 -71.126389 -44.57584 -71.110283 -44.528061 -71.203613 -44.42696 -71.833618 -44.397781 -71.853882 -44.365292 -71.794159 -44.312511 -71.852493 -44.105289 -71.66835 -43.967369) #(-71.75174 -46.343731 -71.751938 -46.341331) #(-71.672562 -46.530731 -71.75174 -46.343731) #(-72.017838 -47.271549 -72.027222 -47.243622 -72.017227 -47.19973 -71.877777 -47.229729 -71.852493 -47.182781 -71.864441 -47.137501 -71.985283 -47.073898 -71.995537 -47.048901 -71.904716 -47.000839 -71.961121 -46.94389 -71.933319 -46.80611 -71.809158 -46.78418 -71.669449 -46.67918 -71.672562 -46.530731) #(-72.016273 -47.276211 -72.017838 -47.271549) #(-72.042503 -47.299728 -72.016273 -47.276211) #(-72.044273 -47.301449 -72.042503 -47.299728) #(-72.604027 -48.481411 -72.287216 -48.341942 -72.323059 -48.075569 -72.529999 -47.94389 -72.535278 -47.909161 -72.305557 -47.507229 -72.357773 -47.464451 -72.313606 -47.426121 -72.156387 -47.409439 -72.044273 -47.301449) #(-72.603409 -48.48428 -72.604027 -48.481411) #(-72.672638 -48.87627 -72.553047 -48.783619 -72.551941 -48.71806 -72.603409 -48.48428) #(-72.698608 -48.896389 -72.672638 -48.87627) #(-73.282654 -50.31826 -73.351936 -50.23444 -73.52861 -50.144718 -73.535828 -50.116661 -73.467216 -50.006672 -73.561661 -49.91917 -73.444443 -49.782501 -73.536942 -49.678619 -73.510277 -49.613331 -73.58168 -49.53194 -73.529716 -49.496399 -73.538887 -49.440552 -73.449722 -49.379719 -73.464722 -49.31139 -73.134171 -49.303619 -73.131943 -49.260841 -73.177223 -49.22139 -73.075562 -49.065552 -72.951683 -48.964729 -72.803329 -48.94389 -72.698608 -48.896389) #(-73.277802 -50.324131 -73.282654 -50.31826) #(-73.26712 -50.354118 -73.277802 -50.324131) #(-73.265007 -50.360001 -73.26712 -50.354118) #(-71.910202 -51.996799 -71.962784 -51.960281 -71.940552 -51.886669 -71.971657 -51.845009 -72.295273 -51.691109 -72.331123 -51.587219 -72.42305 -51.57695 -72.438316 -51.54612 -72.339722 -51.47583 -72.247772 -51.232498 -72.385559 -51.146111 -72.391953 -51.09639 -72.267227 -51.017231 -72.242493 -50.851109 -72.341667 -50.7439 -72.294159 -50.649731 -72.37027 -50.614449 -72.539993 -50.612228 -72.597778 -50.666672 -72.64917 -50.670841 -72.732773 -50.621391 -72.781113 -50.625011 -73.018066 -50.749451 -73.12999 -50.772221 -73.174156 -50.74472 -73.253891 -50.559441 -73.265007 -50.360001) #(-69.998611 -51.996391 -70.857773 -51.997219 -71.910202 -51.996799) #(-68.429153 -52.375439 -68.434433 -52.329182 -69.233612 -52.14333 -69.461403 -52.14362 -69.998611 -51.996391) #(-68.632919 -54.500229 -68.628883 -53.99139 -68.624161 -53.317791 -68.618332 -52.64362) #(-68.633301 -54.547409 -68.632919 -54.500229) #(-68.636932 -54.788219 -68.634171 -54.658611 -68.633301 -54.547409) #(3.113055 50.79332 3.0352769 50.773869 2.9012849 50.697048) #(2.9012849 50.697048 2.781944 50.75555 2.6294439 50.824711 2.6125 50.887211 2.541667 51.091099) #(4.1683321 49.981369 4.1500001 49.98637 4.226388 50.0811 4.1377769 50.13776 4.2161102 50.26527 4.0908332 50.31443 3.7636111 50.351929 3.7252769 50.313599 3.6719439 50.346371 3.668889 50.444149 3.602222 50.497211 3.3672221 50.495541 3.28 50.538319 3.281388 50.594151 3.1933329 50.741371 3.113055 50.79332) #(5.7052078 49.535229 5.7830381 49.527271) #(5.7052078 49.535229 5.4730549 49.5061 5.4233322 49.60915 5.3072209 49.63081 5.329721 49.659981 5.2761111 49.698589 5.2169442 49.69054 5.0977769 49.768589 4.8580542 49.796379 4.8811102 49.9147 4.8008318 49.97776 4.851943 50.07943 4.8763881 50.15498 4.7575002 50.129429 4.6736102 49.99638 4.458333 49.938591 4.1683321 49.981369) #(5.7830381 49.527271 5.9633331 49.488319 5.9813881 49.448318 6.165277 49.504711 6.3622208 49.45998) #(7.588799 47.58456 7.5213881 47.525822 7.4527769 47.469978 7.3956099 47.439671) #(7.3956099 47.439671 7.1783319 47.44582 7.1980538 47.495258 6.9905548 47.497211 7.0077772 47.45499 6.978333 47.444149 6.8811102 47.35693 7.0230551 47.371651 7.0616651 47.345539 7.0108328 47.30526) #(7.0108328 47.30526 6.9483318 47.291931 6.6944432 47.068321) #(6.6944432 47.068321 6.7027769 47.038601 6.5872211 46.987759 6.434721 46.926929 6.4527769 46.774429 6.3250222 46.704479) #(6.2439308 46.322392 6.246387 46.357769 6.3283329 46.406929 6.6336112 46.464149 6.7961102 46.432491 6.808887 46.411091 6.8049369 46.405499) #(6.3250222 46.704479 6.1299992 46.593319 6.0780549 46.460819 6.1244431 46.40192 6.1144438 46.257771 6.060832 46.250542 5.9661102 46.205261 6.0 46.17416 5.9658332 46.14027 6.1522222 46.153591 6.3055539 46.252491 6.2422209 46.297771 6.2439308 46.322392) #(6.8049369 46.405499 6.767499 46.352489 6.8444428 46.27137 6.7952771 46.217758 6.788054 46.142208 6.8844442 46.126091 6.871387 46.051929 6.9291658 46.065262 7.0387468 45.931721) #(7.4406996 43.757824 7.4383001 43.7603 7.4358001 43.7631 7.4341998 43.766102 7.4324999 43.769199 7.4294 43.7714 7.4246998 43.773102 7.4200001 43.772499 7.4161 43.770599 7.4127998 43.768299 7.4096999 43.7658 7.4064002 43.763599 7.4031 43.761398 7.4003 43.758598 7.3972001 43.7561 7.3938999 43.753899 7.3906002 43.7514 7.3878002 43.7486 7.3864002 43.745602 7.3864002 43.741901 7.3882999 43.738899 7.3899999 43.735802 7.3908 43.732201 7.3911872 43.728031) #(-0.51916671 42.790821 -0.65611112 42.863602 -0.74694443 42.965542 -0.8188889 42.946091 -1.3005559 43.071659 -1.2883331 43.106091 -1.360278 43.031651 -1.440556 43.048321 -1.472778 43.091091 -1.381945 43.196651 -1.4091671 43.273041 -1.62 43.256378 -1.655833 43.309429 -1.810488 43.385891) #(1.4352469 42.597149 1.383611 42.689701 0.81583309 42.841091 0.66777772 42.839149 0.66805542 42.748039 0.67611098 42.689152 0.41249999 42.695259 0.29111111 42.675819 0.26194441 42.71748 -0.057500001 42.694149 -0.1238889 42.757488 -0.1877778 42.78582 -0.3066667 42.849152 -0.3922222 42.796379 -0.50083339 42.822208 -0.51916671 42.790821) #(1.7109669 42.473499 1.781667 42.581661 1.541111 42.65387 1.4352469 42.597149) #(3.1769619 42.437611 3.1508329 42.433319 3.0383329 42.474979 2.678333 42.401649 2.6711111 42.338322 2.476666 42.35165 2.2541671 42.434711 2.0869441 42.363319 1.976666 42.374699 1.953055 42.437199 1.7875 42.490261 1.7109669 42.473499) #(9.5031242 54.848251 9.4451694 54.82478) #(9.4451694 54.82478 8.9199982 54.908039 8.7194424 54.891102 8.6562958 54.9174) #(6.039165 51.71693 5.954999 51.73859 5.9688878 51.7911 5.9619441 51.830269 6.1697211 51.84193 6.1377769 51.87693 6.1597209 51.90554 6.3802772 51.82999 6.5488882 51.885262 6.727777 51.899429 6.830832 51.971371 6.8005538 52.00721 6.6880541 52.038879 6.6974978 52.069981 6.8605552 52.120258 6.8797212 52.153591 7.0524988 52.235821 7.0655551 52.385818 6.9874992 52.461102 6.9461098 52.434429 6.705555 52.485821 6.6902761 52.551929 6.7608328 52.567211 6.7208328 52.629429 6.7816658 52.654148 7.0358319 52.632759 7.0552769 52.65192 7.0697212 52.814991 7.1988878 52.967758 7.209444 53.24276) #(6.0084071 50.756069 5.9816661 50.802761 6.084722 50.8736 6.0108328 50.9436 6.0283332 50.97665 5.9658332 50.978321 5.8694429 51.018879 5.873888 51.050259 5.9522219 51.036652 6.1672211 51.162762 6.0794439 51.175819 6.0738888 51.220539 6.2222209 51.36166 6.2174988 51.476372 6.0930548 51.607208 6.1161098 51.65192 6.0294442 51.6786 6.039165 51.71693) #(12.09347 50.3242 12.26 50.261662 12.28055 50.1861 12.32972 50.169708 12.36472 50.279148 12.48639 50.351379 12.785 50.446369 12.90389 50.423321 12.99444 50.423038 13.03361 50.502769 13.19111 50.503601 13.23944 50.579708 13.32083 50.5811 13.38 50.641369 13.47 50.603321 13.56667 50.711102 13.86194 50.725811 13.90778 50.790539 14.04667 50.806931 14.39361 50.894711 14.40361 50.932491 14.26083 50.996651 14.47222 51.031368 14.59889 50.9772 14.56972 50.916088 14.65083 50.92416 14.62527 50.85416 14.80166 50.818878 14.82885 50.866032) #(6.1318331 50.12553 6.1733322 50.232479 6.4002771 50.329151 6.3663869 50.452209 6.2008319 50.51638 6.26861 50.6236 6.1713881 50.623871 6.1083331 50.723309 6.0286102 50.71582 6.0084071 50.756069) #(6.5105548 49.706379 6.522222 49.8111 6.3266659 49.83971 6.1397219 49.996651 6.1318331 50.12553) #(6.5105548 49.706379 6.372499 49.59026 6.3622208 49.45998) #(13.40144 49.007488 13.39528 49.050259 13.20361 49.119431 13.15111 49.177479 13.02694 49.298321 12.93528 49.34026 12.87861 49.328041 12.66166 49.433868 12.525 49.637211 12.44194 49.70026 12.40305 49.759991 12.49944 49.83276 12.5425 49.920269 12.47444 49.943039 12.49277 49.974979 12.42889 49.984428 12.22889 50.096371 12.205 50.17416 12.09694 50.24971 12.13583 50.27832 12.09347 50.3242) #(8.2273941 48.963711 8.1922207 48.968868 7.9386101 49.04887 7.7411098 49.04166 7.539999 49.088871 7.4869428 49.16415 7.375277 49.171928 7.3613882 49.14777 7.0883322 49.125259 7.038332 49.11832 7.0266662 49.188869 6.8474989 49.21526 6.8388882 49.15498 6.78722 49.162479 6.5897222 49.320271 6.5947218 49.363041 6.4938879 49.447201 6.3622208 49.45998) #(13.40144 49.007488 13.50167 48.944981 13.51611 48.97776 13.58444 48.968868 13.66194 48.896381 13.74083 48.881649 13.81463 48.78714) #(8.2273941 48.963711 8.1333332 48.88554 7.921515 48.690029) #(16.94486 48.616501 16.952801 48.628101 16.970301 48.634399 16.9758 48.639999 16.9881 48.6814 16.993601 48.687801 17.003599 48.694698 17.0056 48.698101 17.003099 48.7089 17.0047 48.716702 17.010599 48.721901 17.026699 48.75 17.0347 48.758099 17.0383 48.764999 17.0439 48.771099 17.0553 48.776901 17.0686 48.7864 17.092199 48.792801 17.1 48.803101 17.108101 48.8269 17.113899 48.833099 17.1264 48.837799 17.146099 48.842201 17.1628 48.849201 17.1889 48.869202 17.205601 48.869701 17.230301 48.8731 17.2528 48.8708 17.3069 48.852501 17.343599 48.848099 17.3764 48.827499 17.390301 48.8228 17.4039 48.8228 17.4186 48.826698 17.4333 48.833599 17.445299 48.843601 17.4592 48.851898 17.4767 48.852501 17.493299 48.8461 17.509199 48.832802 17.522499 48.817501 17.5294 48.8153 17.549999 48.817799 17.573299 48.8297 17.5972 48.8339 17.606701 48.840801 17.633101 48.846401 17.645599 48.851898 17.673599 48.851101 17.6861 48.856701 17.694201 48.8578 17.7122 48.856098 17.736099 48.871399 17.7547 48.875801 17.7631 48.8797 17.7675 48.884201 17.775801 48.9006 17.7822 48.9067 17.793301 48.9133 17.8011 48.922798 17.8064 48.926399 17.813601 48.927799 17.8508 48.928101 17.884199 48.9244 17.890301 48.926899 17.8964 48.934399 17.897499 48.947498 17.9 48.952801 17.910601 48.9636 17.912201 48.9697 17.9111 48.985001 17.928301 49.016899 17.940001 49.0228 17.967501 49.0275 17.99 49.0289 18.0175 49.0247 18.0303 49.0256 18.0653 49.035801 18.0753 49.041901 18.099701 49.069401 18.121901 49.082802 18.130301 49.102798 18.1478 49.115601 18.1514 49.124401 18.150801 49.130001 18.145 49.139702 18.1453 49.145 18.158899 49.165298 18.166401 49.1964 18.1742 49.2103 18.184999 49.2211 18.188101 49.226398 18.188101 49.229401 18.184999 49.2342 18.1747 49.241699 18.208099 49.284199 18.212799 49.288101 18.2197 49.290001 18.252199 49.294399 18.281401 49.301899 18.307199 49.303902 18.317801 49.307499 18.3333 49.317799 18.3508 49.323101 18.3661 49.3256 18.3794 49.330299 18.3869 49.3358 18.4083 49.361099 18.4203 49.371101 18.4203 49.374199 18.4172 49.3783 18.406401 49.389198 18.404699 49.394199 18.4058 49.3969 18.4144 49.396099 18.428101 49.3908 18.436899 49.390598 18.4436 49.392799 18.4692 49.4072 18.475599 49.413101 18.4825 49.4231 18.496401 49.4347 18.5172 49.444199 18.535299 49.450298 18.546101 49.4575 18.5483 49.4636 18.5483 49.481701 18.551399 49.4869 18.562201 49.4939 18.5811 49.497799 18.586399 49.497501 18.605301 49.491699 18.6231 49.492199 18.630301 49.494202 18.6481 49.5033 18.6556 49.5042 18.6817 49.4958 18.705 49.4967 18.7306 49.485298 18.744699 49.483101 18.7631 49.491402 18.7794 49.505001 18.798599 49.516102 18.8144 49.518902 18.8447 49.5158 18.853331 49.51778) #(7.921515 48.690029 7.8019428 48.59248 7.8074989 48.513321 7.771666 48.49165 7.750833 48.336651 7.6049991 48.156929 7.5716658 48.037209 7.6158319 48.002769 7.5133328 47.686932 7.588799 47.58456) #(7.6183319 47.5611 7.6744428 47.60638 7.588799 47.58456) #(9.5676117 47.543919 9.2616653 47.66304 8.8786087 47.655819 8.7999992 47.73526 8.7974987 47.683041 8.7249985 47.697762 8.7269421 47.764992 8.559721 47.80637 8.4066658 47.703869 8.413332 47.671101 8.621664 47.660259 8.6188869 47.639709 8.5083332 47.628319 8.4930305 47.58456) #(7.6183319 47.5611 7.6972208 47.54332 7.8194442 47.588322 7.9433322 47.5536 8.2055531 47.621651 8.3405533 47.574162 8.4930305 47.58456) #(30.858959 69.789658 30.95472 69.681351 30.95027 69.603577 30.91 69.548859 30.79694 69.530258 30.511391 69.549133 30.18833 69.666924 30.083891 69.656357 30.072769 69.631073 30.142771 69.628304 30.17638 69.566071 30.02916 69.476639) #(30.02916 69.476639 29.309999 69.315247) #(29.309999 69.315247 29.30994 69.299423 29.30974 69.235382 29.309719 69.227188) #(28.964769 69.05191 28.78694 69.119133 28.78167 69.149696 28.826941 69.238022 29.285549 69.463593 29.29472 69.495239 29.098881 69.708023 28.379721 69.827469 28.09416 69.938568 28.01524 70.069366) #(29.01111 69.034409 28.964769 69.05191) #(29.309719 69.227188 29.230551 69.101913 29.0875 69.033859 29.01111 69.034409) #(28.01524 70.069366 27.80666 70.079422 27.37722 70.002762 27.2925 69.950531 27.03861 69.90831 26.80777 69.95192 26.46055 69.931923 26.36972 69.849983 25.98888 69.706627 25.942221 69.667473 25.97583 69.630249 25.934441 69.56636 25.85305 69.546921 25.830549 69.378304 25.75111 69.33609 25.708611 69.206627 25.80916 69.011368 25.612221 68.881348 25.38472 68.880524 25.16666 68.785797 25.095831 68.629143 24.935551 68.593857) #(20.58609 69.063141 20.738331 69.096359 21.067499 69.039139 21.11305 69.108017 21.066111 69.126358 21.039721 69.182457 21.055 69.228577 21.320829 69.32608 21.68194 69.284698 22.34861 68.842468 22.398331 68.71109 23.063881 68.695511 23.204161 68.628571 23.703609 68.715263 23.85638 68.832474 24.04472 68.823868 24.13139 68.779968 24.690269 68.676361 24.797779 68.640808 24.88139 68.558578 24.918329 68.561897 24.935551 68.593857) #(29.387131 66.624847 29.350269 66.682457 29.159439 66.799133 29.075001 66.879959 29.08778 66.969971 29.134159 67.013603 29.406111 67.209137 29.93277 67.51387 29.97777 67.572479 29.98638 67.61525 30.02861 67.694687 29.69166 67.815247 29.356939 68.082474 28.696659 68.193298 28.458611 68.534698 28.759159 68.751923 28.80583 68.821373 28.73777 68.875793 28.43222 68.886368 28.45694 68.918297 28.964769 69.05191) #(31.587299 62.91383 31.275 63.11776 31.250549 63.19165 31.19611 63.23415 30.96249 63.309711 30.90416 63.357491 30.481661 63.478588 30.0275 63.71804 30.004721 63.752769 30.255831 63.81776 30.59528 64.046921 30.614441 64.086639 30.559441 64.156082 30.55805 64.200256 30.560829 64.244423 30.35944 64.319702 30.156111 64.354141 30.051661 64.405533 30.087219 64.483032 30.002769 64.517754 29.980829 64.5858 30.178881 64.631638 30.20916 64.672737 30.13139 64.721626 30.13028 64.753036 30.08778 64.791641 29.794161 64.797203 29.645 64.913857 29.60638 65.007202 29.63722 65.068314 29.874439 65.125793 29.82333 65.148857 29.85861 65.175522 29.84305 65.219971 29.60944 65.235237 29.598881 65.259697 29.749439 65.347748 29.746111 65.51442 29.845551 65.554138 29.85527 65.57608 29.745831 65.621078 29.72888 65.642197 30.024441 65.691071 30.12389 65.664978 30.134159 65.719131 29.94833 66.049698 29.61833 66.34581 29.54833 66.495506 29.387131 66.624847) #(30.152981 61.857121 30.54583 62.107491 31.264721 62.51276 31.43 62.758881 31.587299 62.91383) #(30.039761 61.784969 30.152981 61.857121) #(35.879711 60.85693 35.947208 60.919159 35.846111 60.917759 35.82999 60.928051 35.960541 60.951382 36.10083 61.0886 36.221661 61.07082 36.458328 61.179989 36.390831 61.204151 36.341099 61.273319 36.415829 61.290272 36.446659 61.346371 36.43388 61.398041 36.372501 61.448879 36.22583 61.475819 36.227489 61.524712 36.01638 61.660259 36.040279 61.714161 35.984718 61.775269 35.833611 61.831379 35.818329 61.858318 35.85527 61.916931 35.85693 61.954708 35.651379 62.05027 35.78249 62.198318 35.846378 62.403599 35.835831 62.440269 35.764999 62.502769 35.622501 62.56638 35.553051 62.554989 35.552769 62.593601 35.508881 62.635269 35.477219 62.62249 35.503601 62.569988 35.411659 62.610821 35.408051 62.65971 35.30138 62.67944 34.974442 62.764149 35.050549 62.769711 34.78249 62.84721 34.69722 62.815269 34.639889 62.86237 34.544708 62.913879 34.451389 62.896931 34.54472 62.8386 34.573608 62.74416 34.703041 62.659431 34.7486 62.657768 35.026379 62.435551 34.874722 62.58527 34.846661 62.629162 34.965549 62.653599 35.0975 62.5536 35.306389 62.51693 35.301941 62.543049 35.323608 62.576649 35.439159 62.479431 35.589439 62.281101 35.583328 62.233318 35.343048 62.120541 35.27861 62.170551 35.159439 62.17527 35.107208 62.221661 35.011669 62.254162 35.194439 62.096661 35.15749 62.028049 35.049438 62.04916 34.871101 62.188881 34.874722 62.252209 34.798321 62.365261 34.500549 62.55249 34.567501 62.452209 34.762501 62.342491 34.797218 62.273319 34.77 62.245541 34.471939 62.458599 34.44194 62.450821 34.715271 62.181381 34.708328 62.162491 34.61972 62.244991 34.56139 62.21888 34.742771 62.05666 34.72971 62.021381 34.31916 62.174709 34.296101 62.199711 34.35833 62.26527 34.06638 62.44305 34.07666 62.507771 34.024441 62.529709 33.937222 62.522491 33.93111 62.449162 33.984989 62.37027 34.01833 62.369431 34.035 62.419991 34.104431 62.395821 34.269428 62.25832 34.243038 62.176929 34.541111 62.00555 34.627781 61.865261 34.571659 61.777489 34.54583 61.7761 34.484989 61.819149 34.358891 61.82999 34.309158 61.89555 34.30389 61.858879 34.436939 61.775829 34.724998 61.576649 35.25499 61.475819 35.281109 61.44471 35.48888 61.361099 35.555828 61.271931 35.69389 61.13055 35.632221 61.056099 35.533051 61.002491 35.299721 61.082489 35.182209 61.04388 35.026939 61.133041 35.098598 61.17944 35.212219 61.139709 35.24305 61.16832 34.82444 61.2286 34.773602 61.129162 34.832771 61.01305 34.91777 61.053051 34.891109 61.06776 34.87722 61.095268 35.057781 61.062771 35.154999 60.993038 35.346939 61.052761 35.391941 61.049709 35.51416 60.989159 35.491661 60.956379 35.51722 60.924992 35.604721 60.89249 35.783611 60.906101 35.745548 60.872761 35.879711 60.85693) #(27.794769 60.547562 28.428049 60.90554 28.63888 60.966091 28.712219 61.04166 29.002501 61.177212 29.73444 61.565262 29.83972 61.65749 30.039761 61.784969) #(31.410549 59.899151 31.514441 59.918049 31.57777 59.970829 31.542219 60.081661 31.73139 60.25721 32.164989 60.21138 32.19804 60.16943 32.313332 60.1311 32.550549 60.181931 32.6161 60.23415 32.6236 60.284431 32.59 60.312771 32.581108 60.363041 32.64333 60.348049 32.683331 60.419708 32.58527 60.523041 32.627769 60.548599 32.7775 60.499989 32.785549 60.456379 32.90694 60.57777 32.953331 60.658329 32.802502 60.73193 32.807499 60.851379 32.633331 60.966099 32.57333 61.076649 32.398041 61.17527 31.71944 61.388321 31.623051 61.476379 31.59 61.474991 31.602501 61.446098 31.371941 61.624439 31.33416 61.61665 31.28055 61.606659 31.259439 61.657768 31.16361 61.637211 31.158609 61.604431 31.06916 61.62582 31.05055 61.70554 30.94552 61.72921 30.902769 61.752491 30.81444 61.771099 30.553329 61.590549 30.63805 61.548599 30.632771 61.537491 30.46611 61.514431 30.465549 61.48138 30.226391 61.519711 30.22694 61.478321 30.27639 61.47332 30.346661 61.439159 30.14333 61.359711 30.237499 61.332211 30.092779 61.307209 30.06778 61.225269 29.894159 61.305271 29.84222 61.252491 29.987499 61.207489 30.022221 61.14777 29.86722 61.20332 30.256109 61.02832 30.534439 60.814159 30.53389 60.738041 30.495831 60.735538 30.515829 60.68721 30.77083 60.510818 30.762779 60.452209 30.78083 60.434158 30.821659 60.46027 30.86417 60.41832 30.97361 60.20776 31.118891 60.126381 31.08444 60.066929 31.16222 60.03194 31.15694 60.008881 31.045561 59.93943 31.17944 59.912491 31.335831 59.938881 31.410549 59.899151) #(38.436939 58.014431 38.325821 58.098598 38.38554 58.144428 38.489712 58.133598 38.563042 58.089432 38.70332 58.11137 38.573879 58.244431 38.625271 58.239429 38.778049 58.15276 38.769989 58.124439 38.81805 58.094711 38.84943 58.11388 38.794991 58.221371 38.816929 58.28471 38.903049 58.356659 39.081661 58.332489 38.96526 58.4011 38.968319 58.46999 39.07304 58.50193 38.906658 58.492771 38.686661 58.56443 38.138199 58.937809 37.795551 59.076099 37.787491 59.09082 37.933601 59.109711 38.313881 59.05888 38.476379 59.211929 38.33638 59.134159 38.237492 59.158871 38.191929 59.217209 38.096931 59.20055 38.160549 59.183601 38.18499 59.138599 38.153969 59.082951 37.94693 59.138321 38.033871 59.19693 37.9361 59.15527 37.83276 59.12888 37.542759 59.18082 37.70277 59.108318 37.675541 59.080818 37.72665 59.010269 37.682491 58.98637 37.478039 58.951649 37.485821 58.908039 37.43832 58.86665 37.498878 58.824989 37.54443 58.832211 37.525539 58.897209 37.54916 58.914711 37.748878 58.940269 37.906651 58.881649 37.900829 58.847759 37.94305 58.839432 37.98138 58.87888 38.011108 58.870541 37.990261 58.808041 38.043049 58.755821 38.038601 58.70499 37.952492 58.74332 37.925541 58.743038 38.024151 58.672489 38.102211 58.637489 38.126099 58.60165 38.053051 58.608318 38.074989 58.58305 38.084148 58.524429 38.001381 58.533871 37.65527 58.646648 37.601379 58.63443 37.640549 58.583599 37.683319 58.594711 37.69471 58.5686 37.64138 58.531101 37.545551 58.5611 37.57193 58.609989 37.448879 58.61694 37.36277 58.67915 37.47694 58.739429 37.350819 58.720268 37.11916 58.876381 37.174709 58.823601 37.13443 58.792488 37.211102 58.709709 37.11694 58.695271 37.126381 58.67944 37.25526 58.69582 37.494431 58.573879 37.497211 58.51582 37.699989 58.424431 37.90527 58.26804 38.229431 58.24971 38.270821 58.209431 38.231098 58.101101 38.261929 58.029148 38.436939 58.014431) #(27.371099 57.5364 27.348101 57.5956 27.4058 57.613602 27.415001 57.636398 27.3908 57.658901 27.413099 57.690601 27.526699 57.722801 27.516399 57.7733 27.5728 57.802799 27.545799 57.817799 27.735001 57.835602 27.8211 57.865799 27.8053 57.891102 27.683901 57.926399 27.698299 57.996899 27.67 58.009701 27.6425 58.027802 27.676701 58.0508 27.6733 58.078899 27.554199 58.132801 27.474199 58.213902 27.464701 58.297798 27.5392 58.361698 27.5425 58.413898 27.4231 58.801399 27.493601 58.881901 27.725 58.987801 27.7922 59.063301 27.8442 59.159698 27.8633 59.228901 27.8867 59.2542 27.8806 59.2761 27.8969 59.286098 28.0972 59.308102 28.0075 59.336102 28.189199 59.352501 28.193899 59.375801 28.1703 59.3978 28.006678 59.481701) #(28.166498 56.150318 28.3125 56.049999 28.3536 56.0569 28.387501 56.0961 28.5208 56.105301 28.646099 56.093601 28.7022 56.0322 28.73 55.9631 28.846901 55.942501 28.8536 55.9706 29.059401 56.032799 29.412201 55.957802 29.464399 55.911098 29.4069 55.895802 29.3592 55.789398 29.385799 55.756401 29.4939 55.6889 29.5264 55.691399 29.618299 55.751701 29.7192 55.782501 29.823099 55.775299 29.8594 55.822498 29.928301 55.8517 30.0147 55.854401 30.1406 55.828098 30.226101 55.8661 30.2992 55.836102 30.4897 55.799999 30.4942 55.763901 30.606701 55.726101 30.6089 55.6814 30.6472 55.6614 30.7269 55.656399 30.756701 55.596699 30.8769 55.619202 30.9256 55.6031 30.934999 55.531898 30.9186 55.506901 30.9394 55.491699 30.906401 55.479198 30.9006 55.459202 30.9394 55.399399 30.8578 55.3536 30.813601 55.293301 30.878599 55.2603 30.9133 55.203098 31.0047 55.143299 30.9872 55.111698 31.029699 55.043301 31.007799 55.026699 30.924999 55.033298 30.955799 54.992199 30.9475 54.9692 30.8339 54.944199 30.844999 54.8811 30.8011 54.855 30.780001 54.796902 31.004999 54.7117 31.0247 54.652199 31.185301 54.6422 31.186899 54.609402 31.131701 54.570599 31.0825 54.5056 31.1306 54.4786 31.194201 54.480301 31.198437 54.460041 31.231899 54.456699 31.263901 54.3867 31.311701 54.3508 31.310801 54.2967 31.331699 54.237499 31.544201 54.143299 31.6161 54.137199 31.686399 54.1031 31.7617 54.103298 31.793301 54.053101 31.8442 54.0644 31.865601 54.002201 31.828899 53.886398 31.762136 53.80378 31.8172 53.803902 31.8958 53.7775 32.119701 53.82 32.198101 53.785 32.329399 53.762199 32.3769 53.718899 32.4617 53.722801 32.510601 53.683601 32.4147 53.6464 32.443901 53.571899 32.570599 53.521702 32.5975 53.4911 32.670601 53.4972 32.657799 53.4692 32.738098 53.465801 32.736401 53.438599 32.7239 53.367802 32.7369 53.342499 32.604401 53.333302 32.615299 53.3158 32.5858 53.3069 32.462502 53.3083 32.4711 53.286098 32.498299 53.278301 32.436699 53.2061 32.3531 53.1819 32.298901 53.131901 32.225601 53.133301 32.223301 53.105598 32.186401 53.113899 32.118599 53.0872 32.012501 53.110001 31.930599 53.0956 31.8869 53.1208 31.8011 53.125801 31.7756 53.194199 31.6161 53.2183 31.5725 53.1992 31.422501 53.2089 31.3953 53.1814 31.3764 53.121101 31.3864 53.099201 31.3272 53.082199 31.317801 53.054401 31.266399 53.0219 31.3564 52.9781 31.383301 52.9189 31.4153 52.893101 31.4758 52.8633 31.5369 52.856098 31.540001 52.821899 31.580799 52.803101 31.594999 52.738098 31.5583 52.701401 31.5 52.689999 31.583599 52.5947 31.653299 52.553101 31.581699 52.5508 31.595301 52.5322 31.564699 52.5158 31.6089 52.491402 31.6017 52.406101 31.6231 52.395599 31.6297 52.370602 31.5867 52.318901 31.644199 52.2733 31.7169 52.2617 31.7022 52.2453 31.703899 52.198601 31.782499 52.165798 31.783899 52.108101) #(104.7689 51.46526 105.1558 51.577209 105.9367 51.737209 106.195 51.95026 106.1653 52.00555 106.2647 52.099152 106.2922 52.149151 106.2544 52.185261 106.248 52.264709 106.3464 52.344151 106.5758 52.381649 106.7753 52.309711 106.9175 52.464989 107.203 52.574162 107.3928 52.646099 107.8019 52.713039 108.1994 52.920269 108.3391 53.04221 108.2916 53.10693 108.6508 53.297771 108.7597 53.269428 108.9753 53.362492 108.9997 53.40971 108.9844 53.50193 108.8919 53.5961 108.8458 53.5961 108.5536 53.502769 108.5275 53.50943 108.8064 53.788319 108.9255 53.85582 109.0425 53.86137 109.073 53.811378 109.0102 53.759991 109.0794 53.736099 108.9839 53.641651 109.0091 53.626381 109.15 53.617489 109.2103 53.669708 109.1897 53.803051 109.4608 54.011379 109.5611 54.159988 109.4697 54.292488 109.5128 54.34082 109.4786 54.397209 109.5322 54.634708 109.6389 54.697491 109.6308 54.797771 109.6894 54.835541 109.6619 54.869709 109.7772 55.048038 109.7464 55.10582 109.8469 55.447491 109.8994 55.461929 109.8486 55.503601 109.9619 55.676659 109.8447 55.756939 109.6964 55.788319 109.6722 55.7761 109.8164 55.734989 109.5658 55.766102 109.5069 55.74577 109.4594 55.699989 109.2258 55.574162 109.1691 55.468319 109.2216 55.38554 109.1605 55.149429 108.9039 54.949162 108.9539 54.91943 108.7903 54.675819 108.5761 54.4911 108.495 54.30138 108.3075 54.148319 108.2089 53.940819 107.6433 53.63221 107.5416 53.498322 107.5617 53.461102 107.5033 53.416931 106.8958 53.136929 106.7478 53.010818 106.8603 53.03693 106.9141 52.985538 106.7969 52.926102 106.7661 52.85915 106.6278 52.798599 106.5753 52.722759 105.9855 52.493038 105.565 52.101101 105.3872 52.021381 105.2441 51.92416 105.145 51.898602 104.7425 51.86277 104.6286 51.78054 103.7286 51.720539 103.7064 51.688042 103.74 51.662209 104.1469 51.53027 104.7689 51.46526) #(23.592085 51.528278 23.646099 51.520802 23.608601 51.608101 23.6667 51.640598 23.753599 51.6525 23.8967 51.635799 23.953899 51.584999 24.0431 51.610298 24.2794 51.737801 24.313299 51.822498 24.3967 51.8867 24.8853 51.899399 25.179399 51.959702 25.2442 51.9594 25.361099 51.926899 25.546976 51.923237 25.695801 51.922798 25.775801 51.939201 25.9767 51.912201 26.092199 51.9175 26.180799 51.861401 26.436899 51.856899 26.439199 51.820599 26.457199 51.812801 26.6497 51.820301 26.9333 51.749699 27.0292 51.769402 27.179701 51.762798 27.206699 51.743099 27.200001 51.6703 27.298901 51.6544 27.2794 51.597801 27.445601 51.601101 27.471701 51.629398 27.512501 51.630299 27.7197 51.592499 27.724701 51.5644 27.671101 51.506699 27.746901 51.465599 27.817499 51.530602 27.811701 51.5886 27.8514 51.6203 27.884701 51.619999 27.9753 51.567799 28.0881 51.564999 28.135 51.580299 28.188601 51.643101 28.2586 51.661098 28.260799 51.617802 28.3361 51.5769 28.3592 51.530602 28.475599 51.5797 28.627199 51.566399 28.660601 51.4519 28.683599 51.438599 28.7192 51.452202 28.730301 51.420799 28.752501 51.411098 28.764999 51.416901 28.7661 51.484699 28.845301 51.554199 28.9289 51.576698 28.9953 51.574699 29.028299 51.595798 29.040001 51.624699 29.0833 51.638302 29.1861 51.612202 29.205 51.568298 29.243299 51.5378 29.250799 51.5047 29.236099 51.4664 29.2819 51.443298 29.313101 51.384998 29.353901 51.375 29.4097 51.402802 29.483101 51.390301 29.523899 51.453602 29.5944 51.453098 29.6217 51.490002 29.669701 51.498901 29.7178 51.4944 29.759199 51.441101 29.8514 51.4361 29.8958 51.469398 29.933901 51.457199 29.983299 51.486401 30.176399 51.491901 30.348101 51.4053 30.3503 51.358299 30.334999 51.345001 30.3839 51.307201 30.459999 51.296902 30.4797 51.27 30.5494 51.2528 30.571699 51.2733 30.570801 51.301899 30.644199 51.332802 30.631901 51.355301 30.6436 51.3708 30.619699 51.4161 30.581699 51.430302 30.5886 51.454201 30.615601 51.458302 30.5658 51.5158 30.582199 51.536701 30.5303 51.551102 30.5222 51.566898 30.542801 51.577202 30.5175 51.597801 30.5567 51.625 30.5739 51.697498 30.6283 51.711399 30.645599 51.7486 30.6175 51.764198 30.6569 51.774399 30.67 51.796398 30.662201 51.823898 30.746901 51.895302 30.7964 51.902802 30.8008 51.944401 30.8822 51.965599 30.8978 51.997799 30.971701 52.006401 30.9669 52.025002 30.9314 52.033298 30.943899 52.049198 30.935801 52.0639 30.9631 52.0811 31.161699 52.083302 31.251699 52.045601 31.279699 52.054699 31.3011 52.091099 31.3619 52.116699 31.783899 52.108101) #(100.1889 50.452209 100.2225 50.532768 100.4025 50.528599 100.498 50.631939 100.4211 50.633598 100.4305 50.733318 100.4958 50.75555 100.4908 50.79887 100.5244 50.85638 100.5825 50.873878 100.7105 50.99638 100.6767 51.030819 100.7372 51.06638 100.6977 51.122761 100.7322 51.166931 100.7975 51.396099 100.7569 51.451649 100.6867 51.466648 100.6144 51.584709 100.528 51.61388 100.5202 51.587769 100.4352 51.51545 100.3564 51.459148 100.3614 51.43082 100.4458 51.448879 100.4633 51.42527 100.443 51.373051 100.3869 51.334148 100.2839 51.347759 100.2636 51.31443 100.2761 51.240822 100.3355 51.127769 100.2489 50.896099 100.2497 50.70776 100.1625 50.562481 100.1622 50.507771 100.1889 50.452209) #(104.9603 50.385818 104.3922 50.287491 104.2503 50.17638 104.0633 50.141651 103.7955 50.194981 103.7291 50.14249 103.6405 50.138599 103.4366 50.209148 103.3322 50.196369 103.2819 50.21804 103.2455 50.302761 102.613 50.413601 102.5366 50.51305 102.3278 50.56971 102.2958 50.648041 102.3558 50.709709 102.3441 50.748322 102.2678 50.787209 102.2297 50.84943 102.265 50.893318 102.1541 51.244991 102.225 51.30637 102.2233 51.329708 102.1844 51.345261 101.5433 51.486931 101.4044 51.451382 101.3394 51.46859 100.6702 51.703602 100.2239 51.73304 99.919693 51.76054 99.721909 51.89304 99.517197 51.91304 99.119957 52.033871 98.934563 52.14201) #(127.5885 50.211208 127.3303 50.318878 127.3511 50.417488 127.2886 50.45998 127.3655 50.581379 127.2775 50.685539 127.2878 50.745258 126.9303 51.059429 126.9019 51.20499 126.9769 51.302761 126.9664 51.32082 126.9075 51.321098 126.8566 51.294708 126.8997 51.261379 126.8933 51.23859 126.8427 51.243599 126.8077 51.279709 126.8205 51.330269 126.9155 51.351379 126.9116 51.383041 126.7839 51.438591 126.8244 51.501099 126.8022 51.53693 126.7183 51.5536 126.6691 51.584431 126.7261 51.65387 126.4689 51.93166 126.4464 52.014431 126.5361 52.072208 126.5447 52.136101 126.3419 52.184711 126.3097 52.221088 126.4319 52.284431 126.3164 52.312199 126.3447 52.37748 126.2669 52.458599 126.1969 52.463871 126.1952 52.533039 126.0747 52.59026 126.0216 52.561932 125.988 52.581928 125.9766 52.646381 126.0661 52.682209 126.0366 52.726089 126.0805 52.744431 126.0602 52.784161 125.9544 52.773869 125.8441 52.898869 125.6428 52.88332 125.6522 52.917759 125.723 52.946369 125.725 52.983318 125.6066 53.054699 125.5061 53.03804 125.1647 53.193039 125.0447 53.1936 124.8811 53.15498 124.8777 53.087761 124.7119 53.1311 124.6766 53.1786 124.4805 53.19165 124.24 53.361099 124.1044 53.34026 123.8547 53.481651 123.2533 53.553871 122.9503 53.487492 122.1811 53.456379 121.4191 53.315262 120.8575 53.276932 120.5505 53.07082 120.3247 52.89304 120.0283 52.767761 120.0278 52.627762 120.0725 52.58942 120.1803 52.578869 120.4397 52.63665 120.7197 52.535549 120.6291 52.325821 120.7061 52.26749 120.7794 52.149151 120.6919 52.042759 120.7122 51.982479 120.6522 51.913601 120.5664 51.902481 120.2778 51.744148 120.0961 51.660809 119.9744 51.475262 119.9852 51.434429 119.8127 51.243038 119.7547 51.206928 119.7766 51.160259 119.5744 50.94553 119.5019 50.741928 119.2864 50.593601 119.2605 50.473869 119.1466 50.403309 119.1352 50.372761 119.3605 50.336651 119.3294 50.106651 119.2019 50.00943 119.0969 49.988491) #(107.9782 49.947392 107.2472 50.00499 107.0783 50.08498 107.0055 50.201099 106.7536 50.32193 106.5469 50.346088 106.2628 50.297489 106.0703 50.343601 106.0639 50.377762 105.9891 50.410542 105.3083 50.480808 105.1322 50.398319 104.9603 50.385818) #(119.0969 49.988491 118.9105 49.984711 118.5647 49.917759 118.475 49.83054 118.3847 49.81638 118.365 49.778042 117.885 49.54221 117.873 49.507771 117.755 49.531368 117.21 49.64193 116.7088 49.82819) #(129.52361 49.38998 129.41161 49.43166 129.368 49.413311 129.3674 49.3536 129.3383 49.339149 129.1908 49.389431 129.1199 49.346371 129.05 49.364151 128.9922 49.441368 128.7516 49.46748 128.74409 49.487209 128.8019 49.55859 128.763 49.576382 128.49719 49.585258 128.3183 49.537769 127.8205 49.59082 127.6866 49.670818 127.6658 49.752209 127.5286 49.78915 127.5039 49.83498 127.5305 49.919151 127.4852 49.984989 127.4902 50.048599 127.5783 50.145538 127.5885 50.211208) #(98.934563 52.14201 98.878304 52.10915 98.869423 52.038601 98.726067 51.843319 98.631638 51.782211 98.369423 51.730808 98.309692 51.694698 98.227753 51.451382 98.056923 51.45248 97.936363 51.307209 97.958588 51.223309 97.827759 51.001099 97.868301 50.937481 98.015808 50.85054 97.963867 50.77832 98.079147 50.620258 98.30246 50.544151 98.32637 50.504162 98.289688 50.29388 98.107193 50.04887 97.863861 49.932758 97.777763 49.968868 97.584702 49.920269 97.59108 49.84721 97.484131 49.787491 97.30275 49.730808 97.169418 49.761662 96.996918 49.89415 96.713303 49.919979 96.592468 49.86499 96.564407 49.91666 96.514687 49.930271 96.379143 49.8936 96.274689 49.953602 96.065247 50.005821 95.952759 49.94582 95.887482 50.021099 95.8172 50.021931 95.520813 49.894428 95.42247 49.956089 95.066071 49.961929 94.967468 50.056931 94.622742 50.02998 94.383873 50.224701 94.292473 50.560261 94.218857 50.57777 93.726913 50.579708 93.448853 50.622478 93.321907 50.6036 93.019699 50.613041 92.997993 50.63792 92.976967 50.662029 92.97052 50.66943 92.99913 50.751381 92.986633 50.785259 92.928848 50.799992 92.792191 50.786652 92.764687 50.716091 92.698853 50.683041 92.640533 50.68832 92.393311 50.874699 92.32692 50.854988 92.316071 50.788319 92.258324 50.723869 92.151917 50.692211 91.884697 50.713039 91.723862 50.672211 91.467743 50.526932 91.433578 50.466091 91.294128 50.47554 90.979691 50.409981 90.698578 50.219429 90.071907 50.090542 90.02803 50.064152 90.021088 49.99638 89.977463 49.969978 89.70137 49.934978 89.639969 49.899151 89.654419 49.789989 89.714691 49.769981 89.718033 49.71748 89.372192 49.579708 89.346359 49.596931 89.226639 49.638321 89.197456 49.611099 89.23497 49.540539 89.181923 49.506939 88.98941 49.466648 88.928848 49.546379 88.887482 49.543598 88.879677 49.523602 88.906631 49.446091 88.846916 49.44165 88.650803 49.500542 88.568863 49.475811 88.407753 49.483871 88.196617 49.449421 88.131912 49.36832 88.156357 49.341648 88.162193 49.272209 87.979424 49.175541 87.839973 49.171841) #(116.7088 49.82819 116.6086 49.933868 116.2358 50.028042 116.105 50.012211 115.7311 49.88081 115.3955 49.901649 115.1575 50.040539 114.8541 50.228321 114.6655 50.264709 114.4633 50.24332 114.313 50.284161 114.2094 50.259708 113.5861 50.01638 113.1811 49.787491 113.0908 49.598591 112.7311 49.497761 112.4833 49.540272 112.135 49.437759 111.3522 49.366928 110.9491 49.188869 110.7003 49.142208 110.6161 49.1572 110.395 49.25388 110.3186 49.19553 109.523 49.239429 109.3686 49.32777 108.5477 49.338322 108.455 49.39249 107.9475 49.683319 107.9782 49.947392) #(87.345329 49.095699 87.299698 49.210602 87.218903 49.246101 87.052498 49.2542 87.0392 49.287201 86.926697 49.3531 86.964401 49.391899 86.839699 49.452202 86.846901 49.521702 86.746902 49.5639 86.683296 49.551899 86.634697 49.570801 86.611099 49.601398 86.666901 49.655602 86.695801 49.6744 86.753098 49.673302 86.800301 49.702202 86.761398 49.739399 86.783302 49.785801 86.616402 49.797199 86.611099 49.761101 86.513603 49.7089 86.480797 49.6511 86.426399 49.621399 86.293297 49.589401 86.245796 49.5014 86.191101 49.4725 86.132797 49.532799 86.044998 49.520302 86.000298 49.4883 85.969398 49.488602 85.953598 49.5214 85.9692 49.566399 85.907501 49.5742 85.837196 49.5439 85.770798 49.580002 85.690598 49.5644 85.630798 49.627499 85.531898 49.5914 85.473099 49.594398 85.4039 49.623299 85.2742 49.584999 85.211098 49.647202 85.216698 49.701401 85.197502 49.733299 85.091904 49.819698 85.083603 49.881401 84.977798 49.9128 84.979202 49.997799 85.058296 50.013599 85.014397 50.075802 84.916397 50.104198 84.860603 50.088902 84.8106 50.144199 84.736397 50.146099 84.6744 50.196899 84.569397 50.193901 84.516403 50.220798 84.4739 50.256699 84.3731 50.209702 84.337196 50.247501 84.266899 50.270599 84.262802 50.354401 84.196899 50.453098 84.223099 50.514702 84.166901 50.557499 84.167503 50.6003 83.970001 50.715599 83.972504 50.801701 83.901703 50.8139 83.8358 50.880798 83.731102 50.885601 83.662498 50.932499 83.4972 50.9617 83.456398 51.002499 83.138603 51.0019 83.087196 50.923599 83.010002 50.8894 82.761101 50.910801 82.727501 50.898899 82.720299 50.810799 82.498901 50.7211 82.442802 50.758099 82.377197 50.7453 82.3564 50.759701 82.3172 50.743599 82.279404 50.754398 82.236702 50.720299 82.150299 50.710602 82.097801 50.721699 82.011101 50.7714 81.915604 50.7869 81.828903 50.768299 81.782799 50.793301 81.761101 50.790001 81.7258 50.747501 81.599403 50.736099 81.468102 50.742199 81.440804 50.759998 81.489998 50.841099 81.421898 50.927799 81.424698 50.9664 81.301399 50.970001 81.183098 50.943901 81.076401 50.9478 81.092499 51.018101 81.1689 51.137199 81.183601 51.196098 81.128899 51.204201 81.100601 51.180302 81.040802 51.1814 80.9403 51.2211 80.944199 51.271099 80.932198 51.283901 80.899399 51.290001 80.8722 51.2589 80.687798 51.3144 80.637497 51.259399 80.633301 51.214401 80.484398 51.2164 80.438599 51.197498 80.430496 51.118599 80.480003 51.080601 80.486702 51.0583 80.467796 50.9678 80.385597 50.9231 80.283897 50.922501 80.245796 50.893902 80.198898 50.887798 80.188301 50.838299 80.171898 50.828602 80.136101 50.819401 80.0653 50.860001 80.035004 50.832802 80.109398 50.763302 80.077797 50.7575 79.983299 50.826099 79.5364 51.450001 79.336899 51.669201 78.916397 52.1842 78.542801 52.590599 78.452499 52.708099 78.073097 53.075298 78.046402 53.126099 77.921402 53.2589 77.801102 53.345798 77.523903 53.506401 76.542801 53.973301 76.4981 54.053299 76.392502 54.158901 76.5214 54.170799 76.641701 54.137199 76.721397 54.153301 76.802498 54.227501 76.810799 54.260799 76.855797 54.293598 76.864998 54.3181 76.855797 54.358898 76.785301 54.3736 76.7789 54.394199 76.925003 54.4375 76.923599 54.475601 76.811699 54.4478 76.699402 54.444698 76.675301 54.43 76.656898 54.367802 76.576401 54.3633 76.487801 54.3256 76.238899 54.358898 76.1856 54.295601 76.207199 54.259201 75.692726 54.112614 75.573601 54.097198 75.501099 54.115299 75.384201 54.0672 75.457199 53.994202 75.3694 53.970798 75.033897 53.806702 74.947197 53.8386 74.812202 53.844398 74.787201 53.8339 74.758301 53.766899 74.675301 53.763901 74.646896 53.688301 74.4664 53.693298 74.438904 53.610001 74.483597 53.5844 74.429199 53.4786 74.376404 53.471699 74.283897 53.5275 74.293602 53.560799 74.266899 53.566101 74.246696 53.6022 74.159401 53.605801 74.143097 53.573299 74.088303 53.573898 74.081398 53.632198 73.917503 53.654202 73.811096 53.598301 73.775597 53.6175 73.676903 53.6194 73.6633 53.5681 73.6008 53.573101 73.581703 53.519699 73.437202 53.4361 73.3703 53.4669 73.414398 53.527802 73.253899 53.580002 73.281898 53.613899 73.238602 53.644402 73.2603 53.6833 73.329697 53.693298 73.3564 53.7897 73.461098 53.816101 73.414398 53.8358 73.4431 53.875801 73.500801 53.883099 73.653603 53.864201 73.7117 53.875 73.763901 54.065601 73.699699 54.055801 73.6903 54.086899 73.611702 54.077499 73.6269 54.0392 73.541702 54.015301 73.545799 53.9594 73.4944 53.951401 73.470596 53.9772 73.410004 53.982201 73.397202 53.948601 73.069397 53.988899 73.059402 54.043301 73.000603 54.0536 72.993599 54.1161 72.975304 54.1283 72.865799 54.1231 72.814697 54.1381 72.613297 54.145302 72.550598 54.1078 72.528847 54.050747 72.669403 54.063599 72.731102 53.9617 72.57 53.987499 72.478302 53.909199 72.396103 53.927799 72.445602 54.0261 72.390602 54.057499 72.3806 54.0942 72.486397 54.113602 72.508904 54.142799 72.321701 54.1861 72.360298 54.244202 72.344398 54.263599 72.291397 54.274399 72.2883 54.300301 72.196899 54.373901 72.1689 54.376701 72.051697 54.387798 72.045303 54.363098 72.133904 54.314999 72.105003 54.287498 72.084702 54.229198 72.205803 54.200001 72.211403 54.1506 72.190598 54.135601 72.1222 54.133099 72.032501 54.2356 71.889397 54.258099 71.767799 54.255299 71.730598 54.2131 71.749199 54.1544 71.653603 54.110001 71.596703 54.136902 71.501099 54.1133 71.483299 54.1936 71.405296 54.191101 71.336403 54.215 71.257797 54.126099 71.1856 54.103298 71.1147 54.1814 71.064148 54.193054 71.079399 54.209999 71.074997 54.270802 70.997803 54.278099 70.996902 54.339199 71.086403 54.339199 71.125 54.317501 71.2136 54.325802 71.221703 54.410301 71.188599 54.419399 71.195801 54.471401 71.167198 54.483601 71.160301 54.5956 71.2883 54.634201 71.2789 54.6903 71.227501 54.733898 71.105301 54.736099 71.0131 54.797501 71.025002 54.8494 70.9683 54.893101 70.999702 54.955601 70.9758 54.9758 70.996399 55.0242 70.997803 55.095798 70.803299 55.250801 70.8433 55.301899 70.798103 55.318901 70.679199 55.313599 70.5783 55.276402 70.470299 55.297199 70.421898 55.261398 70.3983 55.209202 70.288101 55.187199 70.238899 55.138901 70.055801 55.207802 69.949203 55.204201 69.8461 55.294998 69.672798 55.354401 69.491096 55.357498 69.351402 55.394402 69.232803 55.3325 69.1856 55.343899 69.168297 55.4006 68.952499 55.444698 68.923302 55.424198 68.9394 55.3703 69.001099 55.3536 69.002502 55.287498 68.933296 55.286098 68.893097 55.3358 68.855003 55.350601 68.724724 55.366116 68.700302 55.333302 68.705002 55.286701 68.638901 55.2556 68.642502 55.223099 68.625801 55.2019 68.568298 55.211899 68.500298 55.190601 68.388901 55.204201 68.357498 55.1875 68.313103 55.190601 68.304497 55.205299 68.199699 55.178299 68.229698 55.1619 68.210297 55.138901 68.2444 55.104698 68.330803 55.080601 68.323601 55.0569 68.259399 55.048901 68.25 55.011902 68.212502 54.999699 68.205299 54.966099 68.034401 54.950298 67.9244 54.982498 67.832199 54.963299 67.766403 54.891899 67.581398 54.854401 67.4758 54.8647 67.4011 54.850601 67.3228 54.8675 67.245598 54.806702 67.077499 54.796398 67.015297 54.772499 66.808899 54.766701 66.722801 54.726898 66.4953 54.723099 66.110466 54.645519) #(87.839973 49.171841 87.446617 49.07748 87.345329 49.095699) #(16.94486 48.616501 16.8866 48.73032) #(16.8866 48.73032 16.77388 48.723869 16.65583 48.787769 16.5275 48.81081 16.37055 48.733871 16.060551 48.760269 15.95417 48.82832 15.78528 48.87748 15.34055 48.985821 15.15972 48.944698 15.15222 49.001381 14.99416 49.01582 14.96111 48.766651 14.8125 48.781368 14.70028 48.581379 14.45861 48.648319 14.38111 48.57555 14.04167 48.615822 14.04527 48.676929 13.81463 48.78714) #(13.50528 48.58305 13.44833 48.5686) #(13.81463 48.78714 13.79305 48.726089 13.83333 48.698872 13.72666 48.517761) #(13.72666 48.517761 13.50528 48.58305) #(22.558001 49.079418 22.547489 49.0322 22.465269 48.97554 22.326389 48.683868 22.157221 48.576649 22.151449 48.41206) #(134.5712 48.363819 134.4913 48.347481 134.4176 48.389408) #(134.7408 48.267811 134.601 48.313869 134.5712 48.363819) #(13.44833 48.5686 13.43389 48.419979 13.36861 48.351929 12.92952 48.209301) #(26.635 48.240871 26.31638 48.186371) #(16.976681 48.174179 16.94972 48.278042 16.84083 48.368591 16.85611 48.419151 16.896391 48.487209 16.94486 48.616501) #(17.0681 48.14415 16.976681 48.174179) #(22.151449 48.41206 22.271379 48.404148 22.260269 48.360821 22.319441 48.36166 22.31583 48.321098 22.383329 48.244148 22.507771 48.245258 22.620461 48.10181) #(22.620461 48.10181 22.74416 48.114712 22.84095 48.086769) #(19.001249 48.068779 19.476379 48.089149 19.535 48.2122 19.66221 48.23193 19.9186 48.129978 20.06555 48.180271 20.15027 48.260269 20.291941 48.254711 20.364719 48.30582 20.509991 48.537769 20.824711 48.575821 21.125549 48.492489 21.44277 48.57526 21.614161 48.498322 21.62805 48.449421 21.738041 48.350819 21.86277 48.36554 22.10166 48.377201 22.151449 48.41206) #(19.001249 48.068779 18.827499 48.03582) #(17.251659 48.02499 17.179899 48.00182) #(17.0681 48.14415 17.08083 48.07999 17.179899 48.00182) #(117.7638 47.974709 117.808 48.011929 117.9553 48.00721) #(87.345329 49.095699 87.259697 49.111099 86.861633 49.104988 86.73053 48.97221 86.746078 48.910542 86.821373 48.846649 86.774406 48.714432 86.644974 48.616379 86.596077 48.536098 86.344131 48.495258 86.230797 48.425259 86.021637 48.436932 85.777763 48.40221 85.551826 47.97274) #(23.544991 48.00843 23.480551 47.977482 23.17416 48.108601 23.12388 48.088322 23.091101 48.01582 23.034161 47.989979 22.93416 48.008881 22.93722 47.964989 22.894859 47.9533) #(22.84095 48.086769 22.88694 48.036652 22.865271 48.01054 22.894859 47.9533) #(23.544991 48.00843 23.64138 47.99276 23.874161 47.9286 23.97555 47.960541 24.131109 47.910809 24.168591 47.92334) #(12.92952 48.209301 12.75667 48.120541 13.00889 47.85416) #(18.849409 47.818439 18.766939 47.877762 18.770281 47.956089 18.808331 47.99387 18.827499 48.03582) #(117.5124 47.763309 117.7638 47.974709) #(18.849409 47.818439 18.8125 47.816662 18.3375 47.740822 17.784161 47.746929 17.603331 47.828041 17.251659 48.02499) #(26.31638 48.186371 26.272221 48.076099 26.159161 47.984989 26.011101 47.97942 25.46833 47.92971 25.23027 47.881371 25.12388 47.763882 25.02972 47.72887 24.89749 47.716091 24.816389 47.813042 24.6761 47.860271 24.660271 47.906368 24.531111 47.95277 24.23805 47.903309 24.168591 47.92334) #(17.179899 48.00182 17.1036 47.9772 17.090549 47.88776 17.015829 47.868038 17.057501 47.844429 17.083611 47.71027 16.7973 47.688) #(16.7973 47.688 16.76194 47.685261 16.696449 47.73624) #(131.10249 47.675831 130.9877 47.68832 130.9352 47.730259 130.9455 47.800541 130.88519 47.90443 130.6774 48.049431 130.6627 48.122211 130.8299 48.301929 130.7361 48.423038 130.7636 48.47887 130.7444 48.49387 130.62601 48.47665 130.52271 48.613602 130.6705 48.864712 130.63271 48.876652 130.2205 48.864151 129.9061 49.036652 129.9119 49.081661 129.7319 49.192211 129.7338 49.243038 129.7038 49.275822 129.5869 49.270538 129.533 49.304699 129.52361 49.38998) #(134.4176 48.389408 134.2294 48.354988 133.59351 48.172489 133.5408 48.098869 133.4846 48.0686 133.2077 48.113319 132.8844 48.008598 132.80881 47.941929 132.7074 47.955818 132.6588 47.935539 132.5827 47.767761 132.52879 47.711102 132.2688 47.731369 131.55969 47.661369 131.52271 47.723869 131.3938 47.73637 131.10249 47.675831) #(116.7088 49.82819 116.6725 49.77499 116.0564 48.863319 116.0841 48.815819 115.8111 48.520538 115.8358 48.252491 115.54 48.135818 115.5922 47.91943 115.9191 47.691929 115.9727 47.691929 116.1155 47.82193 116.2583 47.87859 116.4703 47.839149 116.8747 47.888039 117.1111 47.813599 117.3278 47.669151 117.3903 47.660542 117.5124 47.763309) #(9.727293 47.536259 9.6055527 47.529148 9.5676117 47.543919) #(9.5676117 47.543919 9.5582542 47.50407) #(117.9553 48.00721 118.5577 47.995258 118.7672 47.772758 119.125 47.664989 119.1494 47.533871 119.3464 47.473869 119.3086 47.424431) #(13.00889 47.85416 12.93972 47.78471 12.9175 47.715542 13.05833 47.706089 13.10028 47.64082 13.07417 47.616928 13.05305 47.49638 13.005 47.469429 12.80972 47.552212 12.78778 47.58942 12.83083 47.61887 12.77389 47.67416 12.505 47.637489 12.44167 47.698589 12.24389 47.694698 12.25722 47.743038 12.17722 47.701649 12.20639 47.641369 12.19611 47.609428 11.87861 47.606651 11.63333 47.595261 11.57444 47.519981 11.42194 47.508881 11.40555 47.453869 11.2275 47.400539 11.23666 47.433041 11.20305 47.435261 11.10694 47.396381 10.97361 47.400539 10.95028 47.46027 10.86583 47.493038 10.90972 47.521931 10.84861 47.536381 10.68555 47.55859 10.55444 47.53693 10.46527 47.55859 10.48277 47.590542 10.42694 47.576931 10.47333 47.435539 10.27444 47.288879 10.16972 47.281101 10.21416 47.315262 10.21139 47.386379 10.15444 47.369148 10.08722 47.387211 10.10444 47.428871 10.08444 47.46027 10.00333 47.483871 9.9633312 47.547771 9.8541641 47.538879 9.8136101 47.593601 9.7630539 47.584709 9.727293 47.536259) #(9.5582542 47.50407 9.6536102 47.45554 9.664999 47.381371 9.6052761 47.359989 9.54041 47.266975) #(38.245617 47.090427 38.216099 47.194698 38.313099 47.255798 38.319199 47.278301 38.3078 47.299999 38.227798 47.296902 38.208099 47.319199 38.285599 47.396099 38.2808 47.5061 38.339401 47.601398 38.448898 47.6283 38.605801 47.6381 38.691399 47.694199 38.750599 47.683899 38.782501 47.768101 38.838299 47.852798 38.897202 47.868301 39.040871 47.866608 39.136398 47.8339 39.345299 47.8531 39.411701 47.8297 39.599201 47.839401 39.7239 47.818298 39.768101 47.831402 39.805801 47.872501 39.796101 47.916698 39.82 47.9697 39.7761 48.026402 39.868599 48.040798 39.848301 48.113098 39.886398 48.1408 39.9328 48.213299 39.9925 48.235001 40.0103 48.259201 39.998901 48.297199 39.9128 48.277802 39.8358 48.3153 39.8936 48.337799 39.921398 48.3675 39.888302 48.4431 39.838299 48.483898 39.866901 48.500301 39.8508 48.557499 39.798901 48.583099 39.669998 48.5881 39.656898 48.616699 39.701698 48.676899 39.702202 48.714199 39.7272 48.762199 39.757198 48.766399 39.803902 48.817799 39.8503 48.822498 39.9758 48.789398 40.0397 48.820301 40.076698 48.864201 40.070599 48.8839 40.041901 48.895802 39.9706 48.860001 39.923599 48.887501 39.7672 48.9039 39.746101 48.944199 39.694401 48.973099 39.7033 49.035301 39.9389 49.055 39.940601 49.093899 39.9664 49.123901 40.081902 49.183899 40.119202 49.231701 40.166901 49.2486 40.160599 49.2836 40.179699 49.3269 40.170799 49.355 40.088902 49.424702 40.053101 49.478298 40.07 49.5228 40.1478 49.568901 40.134914 49.604839 40.005001 49.614399 39.939201 49.571701 39.821701 49.5494 39.761101 49.584702 39.639702 49.615601 39.580799 49.730801 39.520599 49.734402 39.464199 49.758301 39.365299 49.733101 39.273602 49.7519 39.192799 49.8778 39.145 49.876099 39.069199 49.817799 38.945301 49.807499 38.889198 49.868099 38.759201 49.887199 38.696098 49.927502 38.686699 49.978901 38.642502 49.956902 38.595299 49.965801 38.498901 49.9519 38.454201 49.9842 38.376099 49.987499 38.3372 50.0592 38.314201 50.073101 38.1842 50.065601 38.1964 49.989399 38.185299 49.951099 38.1492 49.928101 38.1036 49.938599 38.0242 49.903301 38.009701 49.9039 38.013599 49.934399 37.925301 50.0247 37.733101 50.087799 37.7047 50.133598 37.605301 50.216702 37.6236 50.305302 37.4944 50.351398 37.4631 50.400002 37.458599 50.439701 37.3158 50.428101 37.2397 50.3769 37.1306 50.348301 37.052799 50.336899 36.973301 50.3489 36.790798 50.3036 36.701099 50.266899 36.650002 50.214699 36.630001 50.2122 36.555599 50.2272 36.5467 50.2467 36.563301 50.276402 36.512798 50.281101 36.4128 50.321701 36.3606 50.289398 36.297501 50.284401 36.205299 50.3661 36.188301 50.4011 36.160599 50.400299 36.139198 50.425301 36.007801 50.439201 35.8503 50.4286 35.794201 50.394199 35.739201 50.383301 35.728901 50.353298 35.6875 50.346699 35.589199 50.3778 35.5672 50.453098 35.467201 50.480301 35.436401 50.5214 35.3936 50.6381 35.488602 50.6758 35.458302 50.694199 35.456699 50.7728 35.3978 50.803101 35.397499 50.845001 35.3606 50.8722 35.361401 50.926102 35.305599 50.944401 35.305801 50.9594 35.297199 50.999699 35.358601 51.010799 35.374699 51.038601 35.301899 51.0606 35.170799 51.054699 35.121899 51.144699 35.120602 51.201698 35.073898 51.221401 35.026901 51.207199 34.958099 51.222198 34.917801 51.197201 34.735001 51.172501 34.669998 51.179401 34.633598 51.242199 34.537498 51.2342 34.382198 51.263599 34.305302 51.230801 34.209702 51.259399 34.279701 51.291901 34.3144 51.347198 34.298599 51.3689 34.239201 51.379398 34.203602 51.4067 34.239201 51.427799 34.2342 51.5467 34.1744 51.588299 34.159698 51.628601 34.104198 51.644699 34.099201 51.6661 34.1147 51.680801 34.3908 51.715 34.4333 51.7328 34.440601 51.7672 34.383999 51.843307 34.334999 51.8578 34.302799 51.887199 34.257801 51.879398 34.2481 51.9067 34.169399 51.959999 34.109402 51.959702 34.128101 51.9897 34.073101 52.060299 34.075802 52.116901 34.097801 52.151901 34.056702 52.201401 33.9683 52.230801 33.923599 52.294201 33.863899 52.3167 33.841702 52.3433 33.6964 52.361698 33.535301 52.293301 33.512199 52.3111 33.527199 52.3475 33.497799 52.366699 33.448898 52.343601 33.396702 52.3661 33.336399 52.356899 33.2047 52.3797 33.095798 52.310001 33.055599 52.313099 32.923599 52.2472 32.860001 52.270302 32.731701 52.261398 32.552502 52.32 32.5028 52.314201 32.394199 52.3353 32.358299 52.310001 32.386398 52.2547 32.340599 52.221401 32.335602 52.1572 32.299198 52.109402 32.224998 52.079399 32.124401 52.0439 32.0186 52.057201 31.926399 52.036701 31.9042 52.053902 31.8978 52.0961 31.783899 52.108101) #(9.54041 47.266975 9.5470381 47.256908 9.5544796 47.255569 9.5631638 47.250389 9.5750189 47.249538 9.5726204 47.245594 9.5671291 47.237228 9.5601702 47.233093 9.5540218 47.227009 9.5633354 47.222412 9.5726013 47.221859 9.5792828 47.214993 9.582921 47.20771 9.5827618 47.199009 9.5784254 47.192017 9.5748539 47.185555 9.5724745 47.177116 9.575861 47.167278 9.5848875 47.168568 9.5940237 47.166775 9.5997219 47.159332 9.6067247 47.155319 9.6152954 47.152386 9.6234531 47.152031 9.62813 47.143059 9.6304989 47.137081 9.6376333 47.128601 9.6348743 47.120762 9.6331272 47.113422 9.6383324 47.105957 9.6409492 47.097168 9.6333141 47.090279 9.6292839 47.083153 9.6228962 47.078316 9.6173944 47.071007 9.6112404 47.06469 9.6054239 47.057774 9.6018343 47.049644) #(90.761093 46.99971 90.48996 47.32193 90.465813 47.500271 90.407753 47.543049 90.357468 47.643318 90.356918 47.674431 90.13414 47.737492 90.083313 47.797489 90.091637 47.865261 90.067467 47.889431 89.976639 47.89193 89.938858 47.836369 89.781921 47.82832 89.668297 47.91304 89.590813 48.029709 89.530533 48.04137 89.2258 47.980541 89.077469 47.995541 88.933296 48.115261 88.833862 48.110271 88.60524 48.217758 88.574142 48.362759 87.973297 48.576931 87.969421 48.607491 88.020813 48.63332 88.088577 48.706379 88.039139 48.747211 87.905533 48.773041 87.759407 48.881649 87.781357 48.927479 87.873016 48.951931 87.899406 49.002209 87.839973 49.171841) #(10.46624 46.885422 10.46357 46.86935) #(9.6018343 47.049644 9.8755512 47.02248 9.8736076 46.958599 10.06333 46.86499 10.17528 46.858601 10.31083 46.950539 10.40083 47.001099 10.48861 46.934978 10.46624 46.885422) #(16.696449 47.73624 16.686661 47.74387 16.55583 47.7561 16.53249 47.71471 16.45055 47.69804 16.43388 47.664429 16.64888 47.629711 16.71249 47.539989 16.64555 47.45277 16.45055 47.4072 16.491659 47.27998 16.43861 47.252769 16.4561 47.146931 16.52055 47.155258 16.527769 47.13443 16.46805 47.095261 16.516939 47.06081 16.45916 47.02943 16.346939 47.009991 16.106701 46.851391) #(16.026939 46.661369 15.99333 46.737209 15.99361 46.834709 16.106701 46.851391) #(16.026939 46.661369 15.64944 46.709709) #(13.71896 46.525539 13.41222 46.574429 12.89583 46.612759 12.43361 46.695259 12.35583 46.777481 12.28361 46.79137 12.295 46.863602 12.14444 46.915821 12.13111 47.01638 12.20444 47.03915 12.21111 47.090542 11.75583 46.977482 11.61527 47.01305 11.41166 46.972481 11.33916 46.995541 11.16444 46.9622 11.01472 46.77248 10.73555 46.798599 10.76444 46.834148 10.67278 46.874981 10.56083 46.848591 10.46357 46.86935) #(16.106701 46.851391 16.28167 46.872478 16.35055 46.841091 16.318331 46.779709 16.426661 46.687759 16.391661 46.636379 16.609236 46.475174) #(13.71896 46.525539 14.08472 46.48859 14.15944 46.440819 14.42833 46.446369 14.57444 46.387489 14.59416 46.437481 14.81472 46.51276 14.87055 46.615822 15.10527 46.6572 15.50083 46.618038 15.64944 46.709709) #(66.110466 54.645519 65.991096 54.6175 65.966904 54.7136 65.844398 54.6847 65.790604 54.616699 65.7575 54.601398 65.483299 54.6381 65.461098 54.615299 65.485298 54.577499 65.475601 54.562801 65.355598 54.569401 65.218597 54.527802 65.224701 54.480301 65.201103 54.461399 65.240601 54.348099 65.2164 54.318901 65.106102 54.315601 65.014702 54.385601 64.957802 54.409199 64.899696 54.404202 64.737801 54.341099 64.665298 54.356899 64.602242 54.39415 64.547501 54.365601 64.476898 54.3708 64.4114 54.341702 64.303101 54.348598 64.201897 54.319199 64.085297 54.318298 64.049202 54.2981 63.992802 54.3111 63.98 54.280602 64.019997 54.237801 63.901756 54.196404 63.806099 54.244202 63.7369 54.259998 63.5625 54.206402 63.484402 54.208599 63.413601 54.1744 63.325802 54.182499 63.1478 54.180599 63.132198 54.1689 63.148899 54.114201 63.110001 54.0956 63.012501 54.101101 62.913898 54.0858 62.8339 54.108601 62.7836 54.082802 62.644699 54.076401 62.565601 54.0331 62.608898 53.977501 62.5481 53.929199 62.5742 53.8969 62.535801 53.8797 62.413601 53.946701 62.401699 53.966702 62.470299 54.002201 62.457802 54.040001 62.335602 54.021702 62.0247 54.025002 62.025799 53.939701 61.855301 53.951698 61.8456 53.998299 61.814701 54.008301 61.773899 53.988098 61.6422 54.0019 61.631401 53.9594 61.584202 53.956699 61.5728 54.002499 61.486698 54.015598 61.450802 54.064999 61.326099 54.069199 61.303299 54.033298 61.215599 54.025799 61.25193 53.951206 61.2467 53.928299 61.215 53.912498 61.186401 53.923599 61.166698 53.9594 61.043301 53.957802 61.0042 53.9394 60.9911 53.9044 61.000599 53.889702 61.118599 53.883301 61.150002 53.847198 61.224201 53.834202 61.226898 53.811901 61.168598 53.769699 61.134701 53.722198 61.0742 53.7108 61.0597 53.643299 61.010601 53.639198 60.9772 53.660599 60.9175 53.6614 60.902199 53.656898 60.9011 53.624401 61.0942 53.616901 61.148102 53.574699 61.343899 53.548302 61.395302 53.5928 61.538898 53.5933 61.577499 53.513302 61.500801 53.487202 61.434399 53.443298 61.382801 53.452499 61.311901 53.511902 61.241901 53.506901 61.237801 53.455799 61.1619 53.3894 61.152802 53.362202 61.195599 53.2994 61.278599 53.279202 61.390301 53.273899 61.538101 53.215599 61.675598 53.255001 61.781101 53.180801 62.104698 53.125 62.144699 53.074402 62.101898 52.978298 61.967201 52.9375 61.862499 52.986698 61.685299 52.9828 61.620602 52.952801 61.462799 53.029701 61.375801 52.992802 61.3092 52.993301 61.2033 53.0219 61.108601 52.9828 60.9967 52.978901 61.080601 52.929699 60.878101 52.819401 60.858299 52.781898 60.731701 52.749699 60.701099 52.7192 60.694199 52.680801 60.732498 52.655602 60.735802 52.637501 60.834702 52.635799 60.834702 52.529999 60.970798 52.494999 60.9786 52.413101 61.061901 52.342499 60.981701 52.310799 60.909199 52.257198 60.782501 52.220299 60.715302 52.156898 60.486698 52.154701 60.223099 51.999199 60.023338 52.001396 60.002201 51.958302 60.0644 51.8736 60.134399 51.8633 60.148102 51.868599 60.143902 51.895599 60.1675 51.900002 60.316101 51.831402 60.4967 51.801899 60.498901 51.786098 60.464401 51.766102 60.4617 51.737801 60.3736 51.695599 60.3867 51.672501 60.519402 51.6558 60.527802 51.627201 60.944401 51.619999 60.926701 51.5872 60.934399 51.555302 60.9772 51.497501 61.016102 51.481899 61.303101 51.446899 61.355801 51.457802 61.4217 51.431702 61.498657 51.42868 61.581699 51.303101 61.681927 51.268318 61.585602 51.241402 61.549198 51.215599 61.4617 50.8731 61.426701 50.803101 61.381401 50.7836 60.7789 50.662498 60.698101 50.661701 60.312199 50.692501 60.242802 50.718102 60.1703 50.775299 60.165298 50.845798 60.115799 50.8633 60.043598 50.8633 59.984402 50.838299 59.938599 50.762501 59.9464 50.689201 59.8703 50.6194 59.819698 50.547199 59.650799 50.533901 59.5425 50.478298 59.4664 50.532501 59.499699 50.5597 59.575802 50.5564 59.586399 50.5844 59.527199 50.596401 59.4925 50.629398 59.346901 50.6353 59.288898 50.6203 59.234699 50.668301 58.9403 50.683102 58.892799 50.701401 58.808601 50.743301 58.783298 50.795799 58.6656 50.805 58.664398 50.872501 58.596699 50.8661 58.565601 50.915298 58.624401 50.988602 58.601398 51.0467 58.543301 51.072498 58.3908 51.079399 58.391102 51.115299 58.337257 51.158356 58.215302 51.115799 58.191898 51.062801 58.172199 51.054401 58.109699 51.062199 58.075802 51.094398 58.002789 51.085049 57.952202 51.074699 57.923302 51.096901 57.860802 51.096901 57.794399 51.119999 57.749699 51.072498 57.760601 50.964199 57.741901 50.913601 57.715302 50.9039 57.569199 50.925598 57.543098 50.915001 57.516102 50.875801 57.481899 50.8647 57.3508 50.907501 57.297501 51.006401 57.218899 51.0247 57.186401 51.108601 57.099701 51.075802 56.873299 51.0583 56.774399 51.090801 56.700298 51.0564 56.729198 50.977798 56.626099 50.985802 56.529999 51.074699 56.5033 51.081699 56.439201 51.035 56.4533 50.9781 56.3731 50.958099 56.356098 50.901699 56.321701 50.888599 56.178101 50.916401 56.1161 50.739201 55.9314 50.639702 55.779701 50.5914 55.701401 50.532799 55.638302 50.557201 55.5942 50.5975 55.544998 50.605598 55.497799 50.661701 55.4436 50.669201 55.369999 50.651901 55.2314 50.73 55.075298 50.8283 55.088299 50.8853 55.0681 50.900299 54.948101 50.903599 54.828899 50.983299 54.705002 51.0322 54.647202 51.0369 54.564701 51.017502 54.5453 51.000599 54.5667 50.957199 54.519402 50.9314 54.627499 50.907501 54.673901 50.873901 54.6483 50.818901 54.676102 50.783901 54.658298 50.721901 54.703098 50.613098 54.610298 50.543598 54.520664 50.530659 54.4436 50.563301 54.397499 50.631401 54.439201 50.708099 54.438099 50.765301 54.503899 50.828098 54.506401 50.856899 54.420601 50.8894 54.301399 50.907501 54.266701 50.945599 54.204399 50.9669 54.167198 50.998299 54.172501 51.029202 54.133099 51.106098 54.041901 51.122799 54.020302 51.160301 53.957199 51.1931 53.876701 51.1917 53.806099 51.215599 53.678299 51.227501 53.6614 51.2672 53.6133 51.298901 53.619701 51.341099 53.595798 51.3606 53.637199 51.372501 53.638599 51.393101 53.471401 51.450802 53.4286 51.491699 53.356701 51.506699 53.294399 51.486401 53.208099 51.491901 53.155602 51.514702 53.1483 51.482498 53.048302 51.491699 52.943901 51.448601 52.8881 51.460602 52.8853 51.487499 52.822201 51.485001 52.769699 51.5042 52.677799 51.452801 52.647202 51.467201 52.583099 51.464401 52.5014 51.5103 52.470299 51.5914 52.386902 51.68 52.346901 51.781101 52.313301 51.7789 52.296902 51.733101 52.177502 51.728901 52.137199 51.6786 52.105801 51.6642 52.020599 51.663601 51.9258 51.687199 51.874199 51.673599 51.780602 51.594398 51.803299 51.5 51.6819 51.4547 51.650002 51.4697 51.649399 51.528599 51.591099 51.544998 51.525002 51.492802 51.437199 51.4692 51.303101 51.479698 51.287201 51.515301 51.258099 51.5322 51.2589 51.550598 51.391399 51.568901 51.403301 51.614399 51.389999 51.638302 51.302502 51.648102 51.258099 51.694199 51.181702 51.676701 50.9389 51.6889 50.8633 51.7514 50.7728 51.767727 50.758598 51.7197 50.813599 51.648102 50.8106 51.591702 50.782799 51.576401 50.6828 51.573101 50.717499 51.622501 50.602798 51.639999 50.5947 51.589699 50.543598 51.5672 50.548901 51.468601 50.494701 51.4589 50.482201 51.4328 50.384701 51.425301 50.397202 51.3997 50.354401 51.378101 50.372799 51.332199 50.3633 51.316898 50.2575 51.275299 49.968102 51.226101 49.804199 51.110298 49.546101 51.108601 49.461899 51.124199 49.421398 51.084702 49.4161 51.043301 49.364399 50.979698 49.4408 50.9058 49.4422 50.869999 49.4258 50.851398 49.301102 50.810001 49.158298 50.792801 49.0308 50.688099 48.830299 50.596699 48.739399 50.608299 48.633301 50.6553 48.598598 50.651901 48.5956 50.622501 48.697498 50.5919 48.695 50.4856 48.7467 50.2728 48.8111 50.194199 48.7911 50.1236 48.8797 50.1017 48.916901 50.034199 48.8283 49.955799 48.497799 49.849701 48.450802 49.816898 48.407799 49.837502 48.376701 49.833302 48.332199 49.878899 48.2458 49.8731 48.248901 49.908901 48.1656 49.966099 48.139702 50.008598 48.131901 50.066101 48.1106 50.098598 48.034698 50.147202 48.016899 50.1875 47.946899 50.245602 47.880001 50.279999 47.828899 50.328602 47.781399 50.342201 47.760799 50.375301 47.695599 50.3983 47.634399 50.4547 47.599701 50.4608 47.520802 50.436401 47.446453 50.374878 47.4161 50.331902 47.3167 50.294399 47.3428 50.241901 47.280602 50.182201 47.3358 50.135601 47.356701 50.090302 47.302502 50.031898 47.188301 49.944199 47.009201 49.900799 46.929401 49.863602 46.795799 49.339699 46.868301 49.3228 47.0261 49.236099 47.057499 49.202801 47.062801 49.142799 47.040298 49.098598 46.954399 49.0131 46.7789 48.936699 46.499199 48.4175 47.122799 48.271702 47.1353 48.2486 47.096401 48.209999 47.138302 48.169998 47.1222 48.1022 47.199402 48.0872 47.215 48.070801 47.137798 48.0186 47.0625 47.996101 47.1828 47.874199 47.138599 47.834702 47.141399 47.8139 47.390301 47.6861 47.413101 47.831699 47.427502 47.8428 47.625595 47.783081 47.691399 47.7658 47.9189 47.782501 48.0961 47.7714 48.240799 47.674702 48.298599 47.587799 48.443901 47.436901 48.547199 47.417198 48.7211 47.098301 49.027199 46.7761 48.941399 46.704201 48.765301 46.6908 48.710602 46.759701 48.589401 46.769699 48.513302 46.736099 48.478298 46.666901 48.5578 46.631699 48.5811 46.596401 48.5606 46.564999 48.740299 46.5583 48.839199 46.481701 48.918098 46.489201 49.063599 46.403099 49.196682 46.365856) #(16.939159 46.24609 16.876381 46.3186 16.609236 46.475174) #(60.490398 46.211819 60.281651 46.167759 60.140541 46.216099 60.150539 46.261101 60.4716 46.242779) #(60.4716 46.242779 60.628601 46.24165 60.733318 46.295269 60.75943 46.233051 60.709431 46.25082 60.75304 46.185261 60.65749 46.139709 60.57832 46.144711 60.490398 46.211819) #(22.894859 47.9533 22.77083 47.879429 22.774441 47.836369 22.612209 47.768589 22.44166 47.7911 22.421379 47.74387 22.31888 47.745819 22.010281 47.508598 22.004709 47.374981 21.922501 47.354431 21.868879 47.262211 21.651661 47.025539 21.69582 47.00082 21.609159 46.894989 21.43832 46.648602 21.32666 46.61998 21.26166 46.486931 21.296101 46.447479 21.2875 46.414429 21.19721 46.391369 21.18722 46.32999 21.05361 46.23888 20.82972 46.27721 20.75333 46.23888 20.76305 46.19915 20.721661 46.184429 20.33555 46.158039 20.261141 46.11533) #(8.7615681 46.101528 8.7116089 46.101421) #(59.514759 46.07806 59.560822 46.119991 59.564991 46.15749 59.42638 46.310822 59.550819 46.359711 59.73444 46.338039 59.822491 46.27832 59.86277 46.091648 59.893879 46.099991 59.98888 46.2061 60.112492 46.22887 60.079708 46.315819 59.943878 46.39249 59.871101 46.458321 59.925819 46.489429 59.913319 46.519711 59.868881 46.509708 59.789989 46.524712 59.939991 46.59388 60.006939 46.5961 60.176651 46.680408) #(53.075871 46.033539 53.16415 46.317211 53.103039 46.44249 53.07999 46.508598 52.997211 46.482491 53.006939 46.529991 53.207211 46.646648 53.194149 46.714989 53.129162 46.722488 53.08276 46.851379 52.896931 46.9636 52.646099 46.946098 52.54166 46.98444 52.431381 46.989429 52.355259 46.886379 52.175819 46.868599 52.234989 46.831661 52.23999 46.80249 52.06971 46.823879 52.00193 46.903599 52.004429 46.935261 51.944149 46.875542 51.85471 46.891102 51.89082 46.93388 51.785259 46.901932 51.683041 46.95443 51.691101 47.04887 51.649429 47.053879 51.597759 46.982491 51.526932 47.055271 51.198318 47.115261 51.01054 47.0686 50.900539 47.01276 50.840549 47.0336 50.75832 46.908329 50.732491 46.914711 50.75526 46.969711 50.606659 46.928322 50.6036 46.853039 50.55777 46.823601 50.430271 46.9011 50.21804 46.716648 50.192211 46.757488 50.11137 46.701931 49.963329 46.625271 49.81221 46.53194 49.768879 46.563042 49.752491 46.530819 49.617489 46.57555 49.619991 46.519161 49.483089 46.560909 49.467209 46.588329 49.501381 46.492771 49.297211 46.57999 49.39304 46.474709 49.278599 46.517769 49.365261 46.424992 49.360538 46.388882 49.30027 46.430271 49.219711 46.46693 49.286381 46.389431 49.168598 46.40638 49.196682 46.365856) #(10.46357 46.86935 10.4475 46.76305 10.38528 46.689419 10.40528 46.644428 10.47389 46.63332 10.48528 46.590542 10.44972 46.53915 10.30166 46.55582 10.23333 46.63998 10.10528 46.61137 10.06833 46.554989 10.05 46.47971 10.16305 46.41193 10.11 46.326382 10.17722 46.27248 10.15944 46.247761 10.06305 46.222759 9.9963856 46.318321 9.9499989 46.37915 9.7374954 46.357208 9.7083321 46.298321 9.619442 46.293049 9.5124989 46.331928 9.454443 46.50943 9.4019432 46.473309 9.3608303 46.508598 9.2722206 46.48415 9.2919407 46.32304 9.0833321 46.12109 9.0195293 46.012299 9.0062466 45.989651) #(19.038191 45.967602 19.083891 46.019428 19.12388 46.023602 19.15527 45.987209 19.24971 45.99332 19.570551 46.173599 19.710819 46.174992 19.80722 46.12804 20.11832 46.166931 20.261141 46.11533) #(7.6773438 45.961239 7.578887 45.983318) #(16.939159 46.24609 17.064159 46.20665 17.209721 46.11832 17.320551 45.97443 17.35861 45.949989 17.4261 45.9547) #(8.9071693 45.935101 8.8972683 45.952751 8.8955536 45.955818 8.7852764 45.989979 8.8505516 46.072491 8.8130531 46.10165 8.7615681 46.101528) #(8.9077759 45.93277 8.9071693 45.935101) #(8.7116089 46.101421 8.6919422 46.101379 8.4444427 46.2486 8.4591637 46.338322 8.451664 46.45998 8.4011078 46.456089 8.0902748 46.26054 8.1588879 46.176651 7.998055 46.002209 7.9024978 45.9911 7.852777 45.919979 7.6773438 45.961239) #(8.9172421 45.91716 8.9077759 45.93277) #(18.8281 45.896675 19.038191 45.967602) #(7.578887 45.983318 7.393332 45.916088 7.099443 45.883598 7.0387468 45.931721) #(9.0062466 45.989651 8.996664 45.973309 9.0855522 45.899151 9.0316658 45.823879 8.9630527 45.835541 8.9172421 45.91716) #(18.278971 45.760349 18.559441 45.801651 18.62916 45.876091 18.69916 45.921101 18.803049 45.88665 18.8281 45.896675) #(18.278971 45.760349 18.189159 45.784431 18.082491 45.766651 17.79944 45.80888 17.57666 45.94054 17.4261 45.9547) #(13.71751 45.59766 13.85944 45.58749 13.91916 45.637489 13.82194 45.726929 13.59805 45.81081 13.57778 45.85416 13.62361 45.922211 13.635 45.98859 13.59 45.99332 13.5425 45.96748 13.47944 46.013321 13.64583 46.14249 13.66444 46.183041 13.55055 46.21804 13.44333 46.230259 13.38305 46.297211 13.48111 46.369431 13.69222 46.45026 13.71896 46.525539) #(58.571381 45.57066 58.658329 45.8111 58.733318 45.90638 58.995541 46.00721 59.10582 45.996101 59.170269 45.964432 59.365822 46.03944 59.446659 46.01054 59.427212 45.946098 59.399151 45.945541 59.27388 45.820271 59.286652 45.759159 59.491379 45.814159 59.531651 45.921379 59.524151 46.03944 59.485538 46.019428 59.514759 46.07806) #(119.3086 47.424431 119.4791 47.32999 119.6141 47.248039 119.7352 47.15554 119.8014 46.99387 119.9255 46.908871 119.928 46.71027 119.7794 46.62859 119.6914 46.597759 119.64 46.62748 119.363 46.614429 119.0616 46.677761 118.9905 46.750271 118.9177 46.720539 118.8869 46.769711 118.8441 46.765541 118.7733 46.683868 118.5536 46.690819 118.3102 46.736931 117.9161 46.610271 117.8441 46.534431 117.7166 46.513882 117.6327 46.55109 117.5989 46.611931 117.4211 46.57832 117.3708 46.364429 117.093 46.359428 116.8416 46.3936 116.5855 46.295818 116.363 46.088871 116.2341 45.88776 116.2805 45.823318 116.2722 45.789429 116.15 45.69331 116.0314 45.685539 115.7019 45.458599) #(28.212019 45.4482 28.2381 45.5033 28.283899 45.525299 28.477501 45.506401 28.5228 45.517799 28.5303 45.543598 28.5114 45.569199 28.556101 45.5867 28.5336 45.607201 28.528299 45.644699 28.489401 45.665001 28.526899 45.714199 28.5825 45.7197 28.583599 45.7631 28.675301 45.775299 28.6947 45.794399 28.6889 45.818901 28.7547 45.8386 28.7689 45.866901 28.747801 45.929199 28.7558 45.959999 28.971901 46.006699 28.9806 46.029701 28.957199 46.105598 29.0411 46.193901 28.9494 46.270802 28.965 46.311901 28.932199 46.428299 29.0347 46.4953 29.205 46.541401 29.2194 46.532799 29.2283 46.484699 29.2264 46.416901 29.2008 46.381401 29.224199 46.365299 29.263901 46.398602 29.3067 46.402199 29.3008 46.445 29.3239 46.476398 29.3475 46.476398 29.393101 46.4161 29.396099 46.438099 29.483601 46.492199 29.5075 46.481098 29.499701 46.432201 29.576099 46.419998 29.590799 46.383301 29.626699 46.369202 29.6728 46.391399 29.6633 46.4286 29.733101 46.4394 29.733299 46.4781 29.801701 46.425598 29.830299 46.3881 29.8272 46.361698 29.848301 46.348301 29.884701 46.351101 29.93 46.383598 30.103901 46.381901 30.134199 46.4156 30.073099 46.422798 30.006901 46.456699 30.0186 46.4697 29.998899 46.496101 29.9706 46.488098 29.9286 46.505299 29.8986 46.529999 29.8958 46.551102 29.968901 46.575298 29.948299 46.636902 29.972799 46.734402 29.9464 46.7892 29.950001 46.814201 29.908899 46.814201 29.8689 46.861401 29.7614 46.866402 29.7153 46.911701 29.5756 46.9431 29.5933 47.025299 29.6236 47.046101 29.6136 47.0844 29.5697 47.098598 29.5394 47.066898 29.496901 47.118301 29.5714 47.1408 29.5567 47.233101 29.599199 47.263302 29.584999 47.319698 29.559401 47.3428 29.5058 47.346401 29.475 47.292198 29.4056 47.294998 29.3794 47.321899 29.380301 47.3578 29.354401 47.380001 29.3228 47.378601 29.3078 47.414398 29.262501 47.4319 29.252501 47.455299 29.186701 47.439999 29.131399 47.544201 29.1667 47.5867 29.205601 47.632198 29.208099 47.718102 29.258101 47.7644 29.249201 47.779999 29.195 47.793098 29.194201 47.808899 29.2575 47.874699 29.1936 47.895 29.178101 47.9519 29.141899 47.986099 29.080601 47.9828 29.0508 47.9394 29.003599 47.933102 28.9561 47.950001 28.8783 48.009998 28.8517 48.031898 28.853901 48.055599 28.827499 48.078899 28.833099 48.1017 28.815599 48.121399 28.6425 48.153599 28.551399 48.160599 28.477501 48.118301 28.4608 48.0714 28.4217 48.118599 28.438101 48.138302 28.4186 48.169399 28.388599 48.163898 28.3456 48.1269 28.312799 48.1394 28.3706 48.196098 28.356701 48.2411 28.295 48.238098 28.2225 48.205299 28.187201 48.215599 28.1819 48.249699 28.1656 48.2575 28.128099 48.231701 28.0944 48.229401 28.0819 48.243301 28.096701 48.288601 28.0856 48.307499 27.9631 48.325001 27.90411 48.354271 27.870001 48.3983 27.7708 48.4478 27.653299 48.4417 27.607201 48.454399 27.599701 48.486698 27.5208 48.465 27.4189 48.416698 27.3922 48.4389 27.3431 48.442799 27.2703 48.378899 27.2339 48.367802 27.0536 48.406898 27.0494 48.365002 26.968901 48.358601 26.853901 48.404999 26.8358 48.378899 26.791401 48.381699 26.810801 48.321899 26.803301 48.297199 26.750601 48.2994 26.7031 48.3447 26.688299 48.311699 26.648899 48.2981 26.635 48.240871) #(28.212019 45.4482 28.165001 45.5336 28.061939 45.589981 28.161381 45.639431 28.107491 45.835819 28.129721 45.867489 28.08444 46.011662 28.13555 46.169151 28.25194 46.439419 28.209431 46.502491 28.24721 46.608318 28.213881 46.684429 28.07111 46.9911 27.992491 47.028591 27.80694 47.163601 27.57222 47.37109 27.579439 47.4547 27.469709 47.48859 27.466379 47.523869 27.321939 47.641651 27.28944 47.723591 27.238331 47.785259 27.16444 47.967758 27.000549 48.15554 26.89444 48.2047 26.707769 48.253319 26.635 48.240871) #(16.609236 46.475174 16.5772 46.469398 16.3978 46.540798 16.300703 46.531738 16.2514 46.498299 16.2689 46.4119 16.3039 46.385799 16.2939 46.374401 16.2631 46.388901 16.192499 46.384701 16.144699 46.406101 16.0783 46.3797 16.0811 46.3311 16.0172 46.2981 15.8217 46.258301 15.7811 46.212502 15.6767 46.2267 15.6519 46.216702 15.5997 46.142502 15.6294 46.086899 15.7183 46.047199 15.7 46.02 15.7236 45.9347 15.6906 45.902802 15.6794 45.8619 15.6978 45.8442 15.6567 45.823299 15.6094 45.848598 15.5383 45.826401 15.4994 45.8358 15.4822 45.8022 15.4447 45.8158 15.3225 45.761398 15.2919 45.731098 15.2833 45.694698 15.3028 45.6908 15.3086 45.719398 15.3358 45.697498 15.3586 45.714401 15.3681 45.702801 15.3472 45.674999 15.3919 45.646702 15.3481 45.6492 15.2831 45.608101 15.3039 45.5378 15.3361 45.5103 15.3233 45.482201 15.3353 45.456402 15.2722 45.4617 15.2242 45.431099 15.1881 45.4394 15.1686 45.425598 15.0847 45.486099 15.0211 45.489399 14.9292 45.524399 14.9072 45.476398 14.8178 45.465801 14.7972 45.5014 14.7031 45.532799 14.6869 45.536701 14.6853 45.5742 14.6136 45.619999 14.6014 45.675301 14.565 45.665001 14.5544 45.6311 14.5097 45.598099 14.4858 45.529701 14.3928 45.486099 14.3206 45.4842 14.2383 45.5056 14.1314 45.4744 13.9894 45.522202 13.9783 45.507801 13.9972 45.48 13.9867 45.459999 13.9069 45.4533 13.8586 45.4781 13.6914 45.444401 13.6153 45.464401 13.569667 45.507072) #(35.43082 45.254429 35.451382 45.280819 35.319439 45.359989 35.050282 45.61388 34.911381 45.826382 34.871658 45.849152 34.8311 45.809711 34.810822 45.819988 34.844711 45.90694 34.778049 46.037491 34.743881 46.012489 34.670818 46.095268 34.788879 46.088039 34.777489 46.132771 34.72916 46.164711 34.653599 46.177212 34.619709 46.157211 34.63221 46.074711 34.57777 45.991379 34.535259 45.983879 34.401932 46.009991 34.44138 46.09388 34.484989 46.124149 34.558319 46.094711 34.574162 46.154991 34.536652 46.187771 34.475819 46.139992 34.346661 46.195541 34.293049 46.19249 34.320271 46.108879 34.301102 46.098598 34.236938 46.23082 34.15638 46.282211 34.146648 46.256378 34.19305 46.170818 34.1511 46.145821 34.13332 46.2061 34.078602 46.18388 34.129162 46.149151 34.120819 46.11665 33.933319 46.216648 33.691101 46.21999 33.739159 46.139709 33.79887 46.126099 33.802212 46.173038 33.847488 46.159161 33.84444 46.10387 33.963051 46.01638 33.988319 46.03194 33.94471 46.07832 33.944149 46.096371 34.006649 46.098598 34.165821 45.993881 34.136101 45.94249 34.170551 45.939159 34.197769 45.99527 34.127769 46.053322 34.231659 46.00082 34.276939 46.045818 34.298599 45.994709 34.35638 46.019161 34.41637 45.946381 34.35693 45.884159 34.389709 45.877209 34.431931 45.923038 34.473881 45.931381 34.466099 45.898041 34.494709 45.873322 34.576099 45.92416 34.546101 45.96693 34.636379 45.93943 34.627209 45.909431 34.49416 45.789989 34.732208 45.88221 34.670551 45.837212 34.653049 45.7836 34.748322 45.806099 34.757221 45.726101 34.83638 45.70026 34.977211 45.6586 35.083321 45.529991 35.09193 45.459991 35.011929 45.419159 35.114429 45.3311 35.43082 45.254429) #(28.7486 45.224979 28.558611 45.24609 28.31666 45.33749 28.2761 45.433319 28.212019 45.4482) #(29.66177 45.210239 29.67083 45.287491 29.63694 45.350269 29.561939 45.39526 29.314159 45.437759 29.00444 45.321098 28.784439 45.32082 28.756941 45.265541 28.799721 45.237759 28.7486 45.224979) #(7.0387468 45.931721 6.808887 45.831379 6.7991662 45.780819 6.8241658 45.714989 6.9908319 45.63998 6.9994431 45.518318 7.1813879 45.411652 7.1330538 45.355549 7.122776 45.301929 6.8502769 45.136101 6.7608328 45.16832 6.620172 45.110661) #(132.01781 45.24567 132.8369 45.055111) #(132.8369 45.055111 132.9391 45.02026 133.033 45.061371 133.1277 45.152481 133.103 45.299992 133.1899 45.504162 133.4716 45.62693 133.4771 45.826382 133.6608 45.934151 133.7244 46.064991 133.6869 46.14304 133.80051 46.21526 133.8271 46.19331 133.90331 46.261929 133.8644 46.337761 133.9294 46.376652 133.91299 46.413872 133.8499 46.439419 133.8477 46.48193 134.0191 46.66666 134.0452 46.764709 134.0108 46.812199 134.03909 46.859989 134.06219 46.974979 134.1355 47.07777 134.21159 47.092758 134.2227 47.127201 134.1563 47.266651 134.31441 47.420818 134.4919 47.43137 134.6736 47.571659 134.7722 47.734711 134.55721 47.994431 134.5838 48.062481 134.6647 48.10387 134.68381 48.22665 134.7408 48.267811) #(20.261141 46.11533 20.37805 45.978031 20.59166 45.89415 20.721661 45.74054 20.79583 45.76915 20.80472 45.744148 20.76722 45.60582 20.823879 45.537209 20.783051 45.484711 20.98666 45.345821 21.09499 45.308319 21.48527 45.18082 21.51277 45.12331 21.377399 44.994968) #(74.143593 44.96693 74.095261 45.026661 74.153587 45.06749 74.157471 45.347759 74.098038 45.322769 74.069427 45.346661 74.092194 45.459148 74.064148 45.502209 74.093033 45.540821 74.266647 45.618038 74.250809 45.68277 74.327759 45.658329 74.329422 45.699429 74.226639 45.71888 74.248871 45.770821 74.28775 45.747761 74.320251 45.790539 74.227753 45.96804 74.251923 45.99749 74.32164 46.023041 74.531372 45.990261 74.66748 46.08305 74.730263 46.07832 74.810257 46.128319 74.783043 46.191101 74.854424 46.263599 74.860527 46.33276 74.910538 46.412769 74.987198 46.378601 75.039703 46.397209 75.109703 46.48637 75.144974 46.488602 75.089142 46.43082 75.185257 46.41637 75.276917 46.44582 75.270538 46.52277 75.355263 46.52277 75.328873 46.49527 75.362762 46.449711 75.473862 46.501381 75.399696 46.580818 75.406647 46.621929 75.477203 46.672489 75.567467 46.671379 75.579697 46.650269 75.535812 46.615261 75.488037 46.649712 75.471359 46.608601 75.582748 46.509708 75.539703 46.46693 75.596359 46.474709 75.707199 46.529709 75.954422 46.534988 75.94664 46.499439 76.079147 46.50721 76.064148 46.54388 76.121643 46.5261 76.255539 46.560822 76.800262 46.517208 76.915817 46.444988 77.210823 46.46944 77.291092 46.468319 77.428307 46.49971 77.726089 46.380821 77.766083 46.424992 77.870247 46.425819 78.050812 46.315819 78.175537 46.310551 78.3172 46.36166 78.404694 46.284431 78.461357 46.288319 78.474136 46.316662 78.418869 46.346931 78.426651 46.382771 78.461906 46.399712 78.886642 46.358879 78.964706 46.387489 79.06665 46.48138 79.075531 46.595539 79.241089 46.61721 79.25415 46.662491 79.22554 46.72916 79.112198 46.810551 79.013313 46.803879 79.032471 46.7411 78.967758 46.749439 78.897202 46.801102 78.796654 46.790272 78.770248 46.74638 78.923027 46.622761 78.789978 46.619709 78.819427 46.653049 78.785812 46.706928 78.743317 46.733051 78.588867 46.743038 78.45665 46.599709 78.424149 46.66082 78.410248 46.627209 78.383873 46.607769 78.378593 46.669991 78.351929 46.661652 78.363037 46.53054 78.328033 46.477772 78.252762 46.47887 78.136368 46.60944 77.687759 46.661652 77.604141 46.634159 77.140259 46.545269 77.127197 46.578041 77.027481 46.644711 76.932747 46.629429 76.837753 46.6861 76.826103 46.658611 76.914703 46.582211 76.921371 46.560822 76.713593 46.639149 76.718872 46.67915 76.572197 46.664989 76.511368 46.612209 76.411636 46.657211 76.399406 46.636379 76.354141 46.73888 76.146637 46.800819 75.949142 46.763599 75.936081 46.80471 75.920532 46.82943 75.656921 46.77499 75.296371 46.720268 75.108871 46.787491 75.089981 46.842491 75.066933 46.807491 74.989433 46.768879 74.97554 46.793598 74.988586 46.83054 74.879433 46.811649 74.856918 46.770821 74.696907 46.776371 74.558594 46.71777 74.533577 46.595829 74.201889 46.42944 74.074692 46.41943 73.944702 46.289711 74.038589 46.216099 73.851929 46.197769 73.829697 46.162209 73.748032 46.224709 73.62886 46.127491 73.751923 45.97443 73.67276 45.963039 73.561081 45.801929 73.484154 45.841099 73.444977 45.811649 73.42804 45.784988 73.560257 45.746658 73.511642 45.720829 73.515808 45.670269 73.439697 45.672771 73.429977 45.594711 73.449692 45.568878 73.545532 45.55138 73.703308 45.385818 73.823593 45.305271 73.821373 45.266651 74.004967 45.212212 74.006927 45.173321 73.988312 45.131939 73.989151 45.093319 74.033859 45.0536 73.993317 45.01804 74.143593 44.96693) #(19.038099 44.8606 19.0047 44.900299 19.013599 44.916698 19.036699 44.932499 19.076099 44.909401 19.1453 44.951099 19.142799 44.982201 19.105301 44.983898 19.115299 45.036098 19.1042 45.096699 19.081699 45.126099 19.1381 45.1292 19.160601 45.145802 19.180799 45.173599 19.163601 45.2122 19.223101 45.208599 19.2617 45.180302 19.298599 45.203602 19.318899 45.199699 19.3286 45.1758 19.4111 45.174999 19.423901 45.184399 19.417801 45.2356 19.2603 45.2472 19.253901 45.273899 19.195 45.2686 19.128901 45.2906 19.1008 45.308102 19.0853 45.347801 19.038601 45.348598 18.9825 45.375801 18.9814 45.3964 19.035801 45.410301 18.9944 45.451698 18.999701 45.490799 19.083099 45.487801 19.100599 45.512199 19.034401 45.542198 19.024401 45.560799 18.948299 45.5378 18.901899 45.570301 18.9081 45.616699 18.968901 45.667198 18.909201 45.713299 18.9561 45.736099 18.958599 45.778099 18.9333 45.782501 18.9244 45.811901 18.8592 45.847198 18.8281 45.896675) #(21.377399 44.994968 21.55139 44.92804 21.552771 44.89082 21.3661 44.864429 21.360979 44.822609) #(49.196682 46.365856 49.232769 46.30777 49.305538 46.26305 49.287491 46.249149 49.149151 46.289989 49.14082 46.331661 49.057209 46.24749 49.113602 46.23082 49.11166 46.14526 49.038319 46.195271 48.956928 46.149429 48.944149 46.121101 48.934158 46.081928 48.876381 46.14999 48.87999 46.074989 48.82555 46.086651 48.816929 46.049431 48.706379 46.132488 48.627769 46.08276 48.70277 46.055538 48.727211 45.973881 48.75832 45.941929 48.761662 45.85471 48.708321 45.810822 48.59277 45.957211 48.55138 45.963329 48.358879 45.8661 48.407768 45.832489 48.285259 45.83305 48.256939 45.76804 47.847759 45.71278 47.84832 45.628601 47.81971 45.60638 47.78915 45.638882 47.730259 45.68388 47.646931 45.73666 47.552212 45.769428 47.551102 45.740551 47.625271 45.708881 47.60416 45.633598 47.654991 45.620819 47.64138 45.577209 47.619991 45.55582 47.5536 45.65443 47.44556 45.698681 47.478039 45.72971 47.394989 45.72221 47.546101 45.633041 47.570271 45.564159 47.543049 45.525829 47.487209 45.56638 47.54332 45.50526 47.486099 45.418598 47.37804 45.411381 47.462769 45.380821 47.42165 45.363041 47.371658 45.178322 47.291931 45.18082 47.199162 44.968601 47.09721 44.949711 47.11665 44.862209 47.071098 44.7836 47.033039 44.82999 47.008881 44.908039 46.987209 44.918049 47.00943 44.821098 46.88332 44.746658) #(60.176651 46.680408 60.33054 46.735538 60.36721 46.664711 60.373322 46.69804 60.44471 46.595539 60.501381 46.647209 60.53027 46.604431 60.636379 46.579708 60.718319 46.654148 60.591099 46.723598 60.443878 46.744431 60.485821 46.800541 60.82888 46.776661 60.90638 46.752209 60.91082 46.699711 60.853321 46.668049 60.810261 46.58054 60.907211 46.488041 61.08527 46.483879 61.201931 46.511379 61.213039 46.646389 61.163052 46.634708 61.16832 46.674431 61.30027 46.67749 61.327492 46.763599 61.51276 46.804989 61.51276 46.851101 61.56443 46.870819 61.58971 46.83527 61.561649 46.773602 61.63776 46.788879 61.702209 46.756378 61.726101 46.709991 61.64249 46.686649 61.53194 46.50304 61.445541 46.451099 61.397209 46.486931 61.37249 46.312481 61.339989 46.29388 61.31638 46.32999 61.237492 46.219151 61.26305 46.19804 61.23415 46.154709 61.135818 46.1036 61.028599 46.13332 60.896381 46.100819 61.00832 46.052212 61.043598 45.9575 61.134159 45.897491 61.087212 45.85416 60.996658 45.85915 61.04443 45.794159 60.909431 45.707489 60.92416 45.65221 60.969711 45.61694 61.01693 45.687771 61.127769 45.720539 61.147491 45.76305 61.306931 45.61665 61.233601 45.540821 61.513882 45.300819 61.52776 45.14888 61.619991 45.17944 61.643318 45.135818 61.685822 45.184429 61.721931 45.218319 61.731098 45.153599 61.76693 45.184429 61.82193 45.171101 61.838039 45.149151 61.709148 45.09277 61.71249 45.05027 61.74416 45.02721 61.8311 45.10944 61.837212 45.024429 61.964989 45.043598 61.94582 44.959431 61.850269 44.99165 61.702492 44.849709 61.667488 44.88805 61.64027 44.807209 61.450741 44.735439) #(94.364807 44.520519 94.318039 44.58749 94.127182 44.70026 93.530807 44.9622 93.095253 45.010269 92.359703 45.01276 92.092468 45.07943 91.681084 45.0686 91.453583 45.158039 91.383034 45.118591 91.23053 45.151089 91.141647 45.212761 91.011917 45.223869 90.939407 45.193039 90.881638 45.204151 90.794418 45.394711 90.674683 45.494991 90.719421 45.735538 91.021088 46.00832 91.029694 46.04166 90.972473 46.177761 90.923019 46.31554 91.072197 46.573318 91.034409 46.74221 90.943848 46.828869 90.958862 46.883041 90.857193 46.98859 90.761093 46.99971) #(22.691931 44.243061 22.53694 44.336369 22.45999 44.482201 22.60944 44.552212 22.69944 44.52248 22.763611 44.547489 22.753599 44.569149 22.43638 44.714432 22.31361 44.66415 22.206659 44.52499 22.146379 44.479149 22.08444 44.50304 21.98888 44.636929 21.62277 44.672211 21.600269 44.753601 21.56555 44.771648 21.40027 44.780819 21.360979 44.822609) #(61.450741 44.735439 61.320271 44.673321 61.279148 44.621929 61.17416 44.673599 61.121101 44.637211 61.219151 44.623051 61.161098 44.56638 61.11916 44.599709 61.074989 44.538319 61.162209 44.47443 61.124439 44.427212 61.142769 44.401661 61.232769 44.449162 61.231098 44.383881 61.172489 44.391651 61.19138 44.290539 61.150539 44.34388 61.13026 44.323601 61.138882 44.245819 61.136711 44.22628) #(12.407696 43.913788 12.4083 43.912201 12.41 43.909199 12.4122 43.906101 12.4164 43.904701 12.4217 43.9053 12.4256 43.906898 12.4303 43.9081 12.4342 43.909698 12.4392 43.909401 12.4428 43.907501 12.4453 43.904701 12.4475 43.901901 12.4503 43.899399 12.4542 43.897499 12.4592 43.896099 12.4647 43.895599 12.4697 43.896099 12.4744 43.897202 12.4778 43.899399 12.4811 43.901699 12.4844 43.9039 12.4878 43.9058 12.4906 43.9086 12.4928 43.911701 12.495 43.9147 12.4961 43.9189 12.4964 43.923302 12.4956 43.9272 12.4967 43.931099 12.4994 43.933899 12.5033 43.9356 12.5072 43.937199 12.5106 43.939201 12.5117 43.943298 12.5108 43.946899 12.5097 43.950802 12.5089 43.954399 12.5078 43.958099 12.5069 43.961899 12.5067 43.966099 12.5072 43.9706 12.5075 43.9753 12.5086 43.979198 12.5103 43.9828 12.51 43.9869 12.5056 43.988602 12.4992 43.988899 12.4928 43.989201 12.4872 43.988899 12.4819 43.9883 12.4767 43.987499 12.4717 43.9869 12.4669 43.985802 12.4625 43.984699 12.4581 43.983299 12.4539 43.981701 12.4506 43.979698 12.4478 43.976898 12.4456 43.9739 12.4439 43.970299 12.4411 43.9678 12.4378 43.965599 12.4344 43.963299 12.4306 43.9617 12.4258 43.960602 12.4214 43.9594 12.4167 43.958302 12.4128 43.956699 12.4089 43.955002 12.4067 43.9519 12.405 43.948299 12.4047 43.9436 12.405 43.9394 12.4039 43.9356 12.4036 43.930801 12.4039 43.926701 12.4047 43.9231 12.4058 43.919399 12.407696 43.913788) #(6.620172 45.110661 6.746666 45.02026 6.7433319 44.947762 7.0099988 44.848591 7.0688891 44.689152 7.000833 44.69915 6.9508319 44.6647 6.960278 44.628868 6.852777 44.540821 6.8572221 44.507771 6.934999 44.443039 6.8861098 44.415821 6.935832 44.323318 7.2794442 44.156651 7.6727762 44.182758 7.7041659 44.072208 7.4922209 43.869431 7.5347648 43.783451) #(28.583839 43.747761 28.224991 43.773041 27.99721 43.85915 27.95166 43.97887 27.91888 44.00555 27.820271 43.96582 27.721661 43.96471 27.656099 44.042488 27.39999 44.021931 27.29055 44.088039 27.275551 44.133041) #(27.275551 44.133041 26.923321 44.13665 26.4786 44.049431 26.11166 43.968319 25.86277 43.76638 25.572929 43.648281) #(25.572929 43.648281 25.36305 43.624699 25.22471 43.687481 25.080549 43.69109 25.001381 43.723591 24.501659 43.761379 24.337219 43.694431 23.890551 43.756378 23.41305 43.85582 23.06361 43.802212 22.857491 43.853321 22.84333 43.90498 22.90694 43.998871 22.995819 44.014149 23.04277 44.056648 23.03722 44.084431 22.882771 44.128868 22.691931 44.243061) #(61.136711 44.22628 61.1311 44.175819 61.049709 44.381649 61.02721 44.343319 61.088329 44.176659 61.071659 44.15971 61.019428 44.167488 61.03027 44.22887 60.97971 44.333599 60.951649 44.322208 60.97332 44.297211 60.96693 44.181381 60.928879 44.214432 60.898319 44.206379 60.89138 44.05999 60.794159 43.993881 60.754429 44.013882 60.725269 44.01276 60.745541 43.88443 60.776661 43.87249 60.84721 43.936649 60.90332 43.891651 60.870541 43.84499 60.90443 43.805538 61.00499 43.837769 60.997761 43.795269 61.033039 43.783329 61.002209 43.651371 60.922771 43.67638 60.87888 43.662209 60.890541 43.591099 60.798599 43.601101 60.818321 43.657211 60.788052 43.657768 60.758598 43.57972 60.622211 43.585541 60.524151 43.62888 60.482491 43.61694 60.473598 43.569149 60.443321 43.596661 60.240551 43.561649 60.189159 43.591099 60.177212 43.572491 60.183319 43.488041 60.14526 43.46804 60.07943 43.509159 59.819439 43.426659 59.74971 43.39304 59.76693 43.436649 59.71526 43.46027 59.689159 43.624439 59.739429 43.627491 59.783329 43.64555 59.52721 43.710819 59.481098 43.798321 59.388599 43.74165 59.29221 43.797771 59.159431 43.794991 59.144711 43.689709 59.083881 43.713329 59.008881 43.83276 58.8536 43.934711 58.727211 43.935551 58.942989 43.874062 58.90276 43.879162 58.84026 43.879429 58.83749 43.809429 58.896931 43.82082 59.00555 43.783871 59.011662 43.723881 58.951382 43.691109 58.962769 43.748322 58.705269 43.69471 58.431381 43.631939 58.328041 43.761929 58.394428 44.1675 58.2411 44.276932 58.20499 44.53249 58.298038 44.59943 58.301102 44.624981 58.22221 44.681931 58.180538 44.858601 58.379429 45.264149 58.513882 45.411652 58.571381 45.57066) #(115.7019 45.458599 114.938 45.382759 114.7361 45.442211 114.5452 45.389431 114.4622 45.211651 114.0741 44.93803 113.9169 44.92276 113.638 44.745258 113.1261 44.797771 112.6075 44.92638 112.4272 45.08054 111.9808 45.091648 111.785 45.000542 111.568 44.67915 111.5611 44.57777 111.4269 44.412762 111.4264 44.33276 111.585 44.150822 111.8794 43.938869 111.978 43.76305 111.9583 43.692211 111.7839 43.672489 111.5858 43.497211 111.4355 43.489429 110.9897 43.316929 110.7253 43.078869 110.6736 43.003319) #(19.038099 44.8606 18.840799 44.863098 18.767799 44.915798 18.7633 44.944698 18.8008 44.949402 18.7939 44.996899 18.7311 44.999401 18.7314 45.0219 18.669201 45.061699 18.686899 45.077202 18.6756 45.0942 18.66 45.087799 18.6553 45.0578 18.6122 45.0625 18.638599 45.0947 18.609699 45.084202 18.573099 45.094398 18.574699 45.068901 18.535 45.0956 18.5494 45.076099 18.527201 45.047199 18.4739 45.064999 18.429701 45.1064 18.323099 45.1031 18.251699 45.138599 18.2164 45.1297 18.205299 45.084702 18.1194 45.083099 18.069401 45.104401 18.07 45.139198 18.0322 45.128899 18.001699 45.152199 17.9639 45.112801 17.933901 45.108898 17.9328 45.080002 17.8517 45.049198 17.6703 45.1367 17.5961 45.108898 17.555799 45.110802 17.5497 45.131699 17.528099 45.111099 17.483299 45.110802 17.4944 45.136398 17.4508 45.128101 17.4494 45.159199 17.4228 45.141899 17.3722 45.140598 17.2672 45.186901 17.240299 45.1483 17.176901 45.1483 17.070601 45.188099 17.035601 45.2267 17.008301 45.216099 17.010599 45.239201 16.990299 45.226898 16.9722 45.249401 16.968599 45.233601 16.932199 45.234402 16.939699 45.265598 16.913601 45.273899 16.8239 45.187199 16.594999 45.230598 16.525801 45.2244 16.476101 45.1856 16.4594 45.144402 16.395 45.118301 16.4 45.090302 16.3536 45.005798 16.2925 45.000599 16.2097 45.034401 16.16 45.085602 16.1206 45.095001 16.1119 45.128101 16.051901 45.159401 16.0231 45.215 15.9517 45.215801 15.9367 45.2286 15.8342 45.211899 15.7811 45.1619 15.7844 45.1203 15.7647 45.073601 15.7875 44.9953 15.7697 44.919201 15.7983 44.855301 15.7364 44.816898 15.7675 44.7761 15.8547 44.714401 15.9569 44.700001 16.0425 44.553902 16.121401 44.5047 16.159201 44.393902 16.225 44.3358 16.183901 44.305801 16.178301 44.214699 16.143101 44.199402 16.249399 44.196701 16.3022 44.1572 16.3547 44.081699 16.4389 44.031898 16.537201 44.013599 16.701401 43.850601 16.722799 43.786098 16.840799 43.7192 16.9764 43.586102 17.098301 43.513599 17.2617 43.459702 17.2719 43.444401 17.2561 43.414398 17.2981 43.2808 17.3944 43.230301 17.4533 43.161098 17.630301 43.0769 17.6842 42.982201 17.676701 42.963299 17.579556 42.944008) #(100.0347 42.648319 99.498581 42.57082 98.530258 42.628868 97.171631 42.797489 96.383034 42.731091 96.356918 42.906929 95.881348 43.279148 95.84552 43.441368 95.539963 43.99276 95.33609 44.020821 95.35025 44.177761 95.423286 44.27832 95.411087 44.296391 95.020523 44.256939 94.724411 44.349152 94.599411 44.453041 94.364807 44.520519) #(18.45529 42.564522 18.5539 42.621101 18.577499 42.654999 18.560301 42.7122 18.5158 42.731098 18.4547 42.828602 18.490801 42.861698 18.4839 42.971901 18.535601 43.0172 18.65 43.044201 18.659201 43.080299 18.6439 43.139198 18.7075 43.214401 18.6978 43.252499 18.855801 43.332802 18.8475 43.3489 18.919399 43.356899 18.9603 43.3228 18.954201 43.293301 18.9814 43.284199 19.016701 43.239201 19.0481 43.232498 19.072201 43.2481 19.091101 43.316399 19.020599 43.391899 19.0231 43.4356 18.956699 43.454399 18.9494 43.509399 18.9869 43.522202 19.0117 43.556099 19.0539 43.535599 19.07 43.508598 19.176701 43.5294 19.2292 43.513302 19.2875 43.544201 19.3158 43.5933 19.3717 43.616402 19.4086 43.5844 19.511101 43.573299 19.491699 43.590801 19.510799 43.679699 19.487499 43.763302 19.250601 43.9622 19.2386 44.013599 19.3736 43.965599 19.508101 43.958099 19.6192 44.0186 19.619699 44.051899 19.5958 44.067799 19.567801 44.051399 19.5583 44.070301 19.503901 44.089401 19.4697 44.128101 19.4767 44.151901 19.442499 44.1422 19.358299 44.184399 19.318899 44.272499 19.239401 44.264702 19.2019 44.2925 19.1653 44.284401 19.1042 44.355801 19.110001 44.3992 19.138901 44.413898 19.1467 44.438301 19.125299 44.518299 19.1908 44.548302 19.1861 44.576401 19.217199 44.59 19.2703 44.68 19.313601 44.704399 19.3458 44.769199 19.3353 44.779701 19.3608 44.831402 19.355301 44.852798 19.3822 44.862801 19.354586 44.893497 19.250299 44.915798 19.208599 44.901402 19.176701 44.923302 19.038099 44.8606) #(18.45529 42.564522 18.4119 42.6064 18.362499 42.626701 18.2686 42.618301 18.1003 42.750801 17.998899 42.761398 17.922501 42.8111 17.882799 42.819199 17.845301 42.859699 17.842501 42.903599 17.8214 42.9203 17.7864 42.9039 17.698099 42.9272 17.655542 42.891289) #(18.510256 42.449402 18.4603 42.4869 18.45529 42.564522) #(130.6039 42.42062 130.5663 42.53804 130.618 42.57943 130.60519 42.619709 130.5322 42.684429 130.4588 42.679989 130.4052 42.71804 130.8185 42.876091 130.8952 42.851379 131.12331 42.910809 131.1366 42.936932 131.1055 42.97443 131.1077 43.04166 131.21831 43.145821 131.19099 43.196651 131.2672 43.276089 131.27409 43.363319 131.31129 43.392208 131.3011 43.45998 131.1888 43.536652 131.2063 43.623039 131.24719 44.027481 131.298 44.051929 131.09489 44.692478 130.99831 44.783871 130.9538 44.846088 131.131 44.928871 131.22549 44.913872 131.3499 44.974701 131.4666 44.967201 131.65469 45.121929 131.63271 45.16888 131.6669 45.212761 131.7536 45.213039 131.8447 45.34082 131.89549 45.338871 131.9527 45.260818 132.01781 45.24567) #(22.691931 44.243061 22.616659 44.17276 22.622499 44.07082 22.416929 44.006939 22.35944 43.816929 22.4886 43.62331 22.546391 43.470261 22.769711 43.383598 22.84972 43.2822 23.006941 43.199989 22.99333 43.14526 22.73333 42.889709 22.585831 42.892761 22.44083 42.8186 22.461941 42.79388 22.438601 42.574711 22.484989 42.55582 22.55805 42.479149 22.51944 42.399151 22.369419 42.322933) #(19.39732 42.31707 19.469709 42.39999 19.63583 42.606091 19.717489 42.661369 19.755831 42.639709 19.74666 42.543049 19.830271 42.4697 20.064159 42.563042 20.072723 42.558441) #(130.6039 42.42062 130.6438 42.399712 130.65491 42.313869 130.69479 42.288818) #(85.551826 47.97274 85.536362 47.94331 85.573868 47.801929 85.609131 47.499432 85.705544 47.36499 85.68663 47.211929 85.58136 47.184711 85.515808 47.058041 85.219421 47.039711 84.963593 46.864151 84.784973 46.826382 84.735237 46.836929 84.781647 46.925819 84.750809 46.95554 84.661362 46.994991 84.033043 46.978321 83.564972 47.0611 83.162483 47.223591 83.061363 47.220261 83.031357 47.19915 83.014687 46.96027 82.873863 46.763599 82.791077 46.546379 82.573303 46.173038 82.536911 45.98859 82.324417 45.590542 82.319702 45.52943 82.362183 45.495541 82.589142 45.463871 82.649406 45.430271 82.658577 45.345539 82.601067 45.174709 82.549408 45.12331 82.481644 45.12748 82.325256 45.23304 82.270813 45.235821 81.948013 45.15749 81.804138 45.21471 81.797737 45.30582 81.732468 45.350819 81.622192 45.329708 80.869423 45.1311 80.787193 45.14777 80.076637 45.0247 79.864967 44.896099 79.875793 44.86554 80.022202 44.793598 80.262192 44.824429 80.484703 44.74609 80.516647 44.707211 80.37468 44.65192 80.407204 44.602211 80.348862 44.45026 80.376068 44.37582 80.368027 44.112759 80.424683 44.063869 80.438858 43.99221 80.739693 43.46582 80.722473 43.404701 80.666641 43.348881 80.668579 43.319439 80.764687 43.293049 80.779968 43.264431 80.809967 43.130539 80.770523 43.10833 80.638313 43.139149 80.376633 43.025261 80.390259 42.99276 80.577759 42.908588 80.564972 42.88026 80.258873 42.81609 80.15802 42.632488 80.289139 42.231651 80.285477 42.182358) #(80.285477 42.182358 80.176697 42.2197 80.113602 42.3036 80.056702 42.336899 79.952797 42.4342 79.815598 42.446098 79.716904 42.474201 79.571899 42.453098 79.443901 42.472198 79.356697 42.6078 79.269997 42.6292 79.215302 42.679199 79.196899 42.7267 79.209702 42.779701 79.194702 42.795799 79.027802 42.759701 78.9739 42.782799 78.920799 42.775002 78.801697 42.8092 78.689201 42.8125 78.6539 42.8428 78.512199 42.8853 78.416901 42.885601 78.336899 42.852501 78.265297 42.875599 78.093903 42.857498 77.999199 42.867199 77.897499 42.900299 77.829399 42.8708 77.811996 42.9025 77.729698 42.9147 77.660004 42.915298 77.591103 42.887501 77.535599 42.921398 77.459702 42.930302 77.350304 42.896702 77.207802 42.917198 77.147499 42.965599 77.062202 42.9706 76.976898 42.996399 76.8536 42.981899 76.811996 42.946899 76.774399 42.947498 76.724197 42.916698 76.669403 42.9203 76.616898 42.900299 76.500603 42.923302 76.441399 42.891899 76.410599 42.9161 76.343102 42.9067 76.323303 42.924999 76.240303 42.936901 76.187202 42.927799 76.095001 42.941399 76.017799 42.923599 75.910797 42.946701 75.802498 42.940601 75.7472 42.850601 75.676102 42.8064 75.568604 42.834202 75.209999 42.853298 74.8806 42.9828 74.751701 42.993099 74.631401 43.066101 74.566101 43.1325 74.451103 43.152199 74.391403 43.195301 74.293297 43.216702 74.201103 43.2686 74.235802 43.2314 74.235001 43.207199 74.059402 43.188099 73.973099 43.2239 73.9133 43.122799 73.831902 43.1292 73.5839 43.038601 73.556702 42.956902 73.513901 42.8964 73.525803 42.799999 73.4608 42.710602 73.432503 42.621101 73.451103 42.533298 73.5336 42.4189 73.507202 42.404701 73.406403 42.434399 73.339699 42.4328 73.328598 42.512501 73.209198 42.5214 73.1567 42.560001 72.968102 42.538898 72.9086 42.548302 72.832802 42.5769 72.791901 42.6381 72.757202 42.656101 72.599197 42.6922 72.5047 42.687801 72.296898 42.773602 72.1717 42.773602 72.123901 42.757198 71.869698 42.8428 71.808899 42.823601 71.725601 42.821701 71.597198 42.763599 71.574203 42.765301 71.530296 42.8022 71.5028 42.7892 71.424698 42.804199 71.352798 42.743599 71.275299 42.759201 71.227501 42.706699 71.166901 42.686901 71.167198 42.604198 71.031097 42.573601 71.033897 42.534698 71.089699 42.480801 71.0606 42.4608 70.996399 42.486698 70.955002 42.427502 70.962502 42.388302 70.873299 42.313099 70.906898 42.266899 70.969398 42.2528) #(19.39509 42.087891 19.398331 42.108318 19.28249 42.185539 19.39732 42.31707) #(19.3811 41.999432 19.39509 42.087891) #(40.006512 43.398197 40.084999 43.555 40.177502 43.5825 40.261902 43.580002 40.543098 43.508598 40.642502 43.544399 40.6922 43.544201 40.749699 43.504398 40.8825 43.470001 41.044201 43.375 41.168098 43.387199 41.295601 43.336102 41.393299 43.3461 41.4356 43.296101 41.523102 43.269402 41.564999 43.232201 41.605301 43.220299 41.730598 43.227798 41.822498 43.204201 41.939701 43.217499 42.0578 43.1861 42.1203 43.200298 42.181099 43.2356 42.415298 43.239201 42.4786 43.222801 42.534401 43.181099 42.625801 43.143101 42.701099 43.182499 42.849998 43.179199 42.936401 43.126099 43.021099 43.104401 43.010799 43.056702 43.144699 42.963902 43.2136 42.931702 43.393299 42.8992 43.5606 42.860802 43.670799 42.7911 43.8325 42.748299 43.836102 42.727798 43.735298 42.645302 43.778301 42.6031 43.8675 42.599201 43.969398 42.558102 44.0536 42.618099 44.137798 42.619701 44.220798 42.636902 44.286701 42.712799 44.3769 42.7089 44.549702 42.759399 44.689701 42.736401 44.7547 42.6889 44.797199 42.615799 44.8083 42.665298 44.855 42.743301 44.8867 42.7603 44.941101 42.757801 45.060299 42.692501 45.158901 42.705799 45.241901 42.650799 45.3517 42.5294 45.552799 42.550301 45.7006 42.516102 45.756901 42.482201 45.638599 42.228901 45.647499 42.2047 45.738899 42.173599 45.8092 42.123901 45.910301 42.105 45.960602 42.023899 46.010799 42.043098 46.0392 42.0233 46.078098 42.034199 46.103901 41.994202 46.240002 42.0014 46.32 41.9389 46.394199 41.940601 46.452087 41.896572) #(20.072723 42.558441 20.1686 42.506939 20.25222 42.324429 20.35166 42.324429 20.5261 42.211651 20.620831 41.949711 20.589647 41.884552) #(22.369419 42.322933 22.3244 42.361401 22.246401 42.339699 22.221901 42.341702 22.195 42.3153 22.124701 42.319698 22.0833 42.300598 21.9958 42.3256 21.926399 42.306702 21.8503 42.330799 21.804399 42.3008 21.788601 42.263302 21.7383 42.237499 21.609776 42.253181 21.557199 42.243599 21.51 42.264702 21.459999 42.262501 21.4394 42.229698 21.348101 42.195599 21.306101 42.151402 21.3286 42.108101 21.313101 42.093601 21.248301 42.099701 21.2153 42.150002 21.141899 42.198101 21.1047 42.198898 21.0336 42.1511 20.792801 42.0825 20.759199 41.993301 20.777201 41.925598 20.733101 41.863899 20.702499 41.856098 20.67 41.871899 20.631701 41.855801 20.589647 41.884552) #(19.36846 41.849319 19.3811 41.999432) #(46.88332 44.746658 46.763599 44.684429 46.71888 44.614429 46.67971 44.523041 46.69138 44.480259 46.732208 44.41415 47.040539 44.3461 47.088329 44.24416 47.1586 44.20055 47.240261 44.2211 47.362492 43.996929 47.461102 43.864441 47.439159 43.818321 47.484989 43.82 47.499149 43.763321 47.43832 43.733601 47.451382 43.681099 47.36277 43.610271 47.4011 43.509708 47.461651 43.52832 47.555271 43.876099 47.636379 43.9011 47.698318 43.868881 47.613041 43.774429 47.483879 43.4361 47.49638 43.286098 47.572491 43.33054 47.588329 43.29694 47.552212 43.26054 47.45388 43.086102 47.476379 43.002769 47.70277 42.857491 47.738319 42.633881 47.87138 42.582489 47.915539 42.5061 48.2761 42.124149 48.324711 42.030819 48.409161 41.909161 48.549709 41.877209 48.589043 41.842365) #(52.443321 41.744499 52.430538 41.755821 52.49221 41.91415 52.428322 42.00304 52.418049 42.1236 52.594711 42.33527 52.68166 42.556381 52.656101 42.624989 52.59943 42.683601 52.71582 42.581661 52.746658 42.6511 52.73082 42.718319 52.632771 42.769161 52.547211 42.80777 52.377491 42.8311 52.272491 42.786098 52.19693 42.87582 52.137211 42.884159 51.935551 42.835541 51.878601 42.85915 51.769711 43.032211 51.66888 43.104431 51.677761 43.159161 51.647491 43.185261 51.294708 43.144428 51.262211 43.163052 51.298321 43.261101 51.315819 43.449711 51.24221 43.577209 51.146099 43.619709 51.106659 43.670269 50.983601 43.913879 50.850552 44.034431 50.86137 44.097488 50.823318 44.208321 50.662209 44.267769 50.413879 44.290539 50.23138 44.368881 50.22443 44.573318 50.31554 44.6586 50.669991 44.614159 50.810551 44.63332 50.91444 44.605259 50.99527 44.53054 51.139992 44.479431 51.207489 44.486099 51.250271 44.51804 51.377491 44.553329 51.37999 44.51693 51.570271 44.513882 51.570541 44.534161 51.427212 44.60915 51.297489 44.59943 51.267769 44.654991 50.953041 44.861931 50.973049 44.943878 50.96582 44.978039 51.18277 45.05999 51.282768 45.025539 51.24749 45.11166 51.414711 45.38443 51.5061 45.332211 51.624439 45.351101 51.755821 45.449989 51.858601 45.39304 52.369991 45.403599 52.915539 45.311378 53.235271 45.33527 52.743599 45.519989 52.747761 45.646931 53.035259 45.926659 53.075871 46.033539) #(26.361879 41.70155 26.332769 41.75304 26.377489 41.82193 26.544991 41.830818 26.625271 41.983318 26.84333 41.97221 27.070271 42.089981 27.20166 42.060539 27.243601 42.107208 27.56666 41.907761 27.57972 41.937481 27.821659 41.966648 27.834721 42.00193 28.01305 41.982201) #(26.361879 41.70155 26.222771 41.744431) #(26.495819 41.664429 26.361879 41.70155) #(26.593611 41.611099 26.495819 41.664429) #(110.6736 43.003319 110.4719 42.846088 110.4405 42.77776 110.1344 42.673599 110.1075 42.645538 109.9277 42.641369 109.6955 42.558319 109.5447 42.473869 109.4377 42.45332 109.3136 42.429989 109.0 42.458321 108.8455 42.39999 108.5278 42.442211 107.5711 42.410259 107.4719 42.466091 107.2772 42.410542 107.2625 42.359989 107.0028 42.31332 106.7819 42.29554 106.1225 42.07748 105.4677 41.831379 105.2269 41.749989 105.0122 41.581379) #(105.0122 41.581379 104.9305 41.65192 104.5241 41.663872 104.5266 41.877201 104.0611 41.80331 103.8494 41.802479 103.4164 41.887211 102.7125 42.161369 102.4425 42.151089 102.0772 42.233318 101.8147 42.509708 100.8355 42.67804 100.315 42.69109 100.255 42.641102 100.0347 42.648319) #(22.369419 42.322933 22.363609 42.319981 22.40777 42.27943 22.60944 42.103321 22.803329 42.047771 22.947491 41.802479 23.01277 41.76527 23.031389 41.720539 22.98555 41.661369 22.964991 41.394428 22.935949 41.3433) #(58.571381 45.57066 55.9972 45.003101 55.998451 41.325474) #(52.443321 41.744499 52.928101 42.096699 53.014999 42.138901 53.298901 42.229698 53.462799 42.2714 53.663101 42.2892 53.995602 42.348598 54.198601 42.3325 54.365299 42.235298 54.761101 42.058899 54.956699 41.912498 54.956699 41.829201 54.971699 41.8022 55.1208 41.6581 55.243301 41.484699 55.2892 41.439701 55.394699 41.387199 55.456902 41.286701 55.537498 41.262199 55.6525 41.2672 55.728901 41.292198 55.812199 41.290001 55.9039 41.333599 55.998451 41.325474) #(26.222771 41.744431 26.07444 41.711929 26.06749 41.678871 26.09972 41.63665 26.19805 41.439419 26.135269 41.35387 25.80583 41.33387 25.653049 41.31776 25.38805 41.26305 25.239429 41.254429 25.20999 41.29388 24.894711 41.410542 24.79888 41.35471 24.725269 41.418049 24.6586 41.421101 24.5261 41.572208 24.36388 41.523602 24.30471 41.548599 24.245541 41.56776 24.184719 41.516651 24.157221 41.5411 24.078609 41.537209 24.074989 41.467201 23.9561 41.446091 23.8911 41.45277 23.668051 41.405819 23.281111 41.403309 23.175819 41.322762 22.935949 41.3433) #(48.589043 41.842365 48.531399 41.7672 48.471401 41.723598 48.3997 41.589199 48.2314 41.502499 48.074402 41.4678 48.0228 41.3619 47.962502 41.359402 47.953899 41.324402 47.908298 41.290798 47.919998 41.226398 47.766899 41.196098 47.659698 41.2356 47.571701 41.211102 47.5219 41.2542 47.371101 41.2719 47.285599 41.312199 47.2658 41.3311 47.2589 41.424702 47.212799 41.488602 47.178101 41.510601 47.160599 41.5611 47.1278 41.578098 47.043098 41.5583 47.015598 41.627201 46.932499 41.691399 46.925598 41.7178 46.872799 41.728901 46.770802 41.7967 46.760799 41.863899 46.725601 41.835602 46.591702 41.792198 46.5667 41.8078 46.568298 41.8825 46.452087 41.896572) #(43.47324 41.106213 43.561699 41.136398 43.7822 41.115799 43.862499 41.162201 43.9856 41.163101 44.07 41.1917 44.157501 41.188301 44.178299 41.1992 44.192799 41.236401 44.301899 41.195 44.365601 41.2197 44.4608 41.186401 44.529202 41.214199 44.554199 41.186401 44.577499 41.186401 44.634399 41.231701 44.711399 41.212799 44.863602 41.214699 44.8778 41.2286 44.821899 41.261902 44.8339 41.2869 44.955299 41.2617 45.022499 41.298599) #(43.47324 41.106213 43.473042 41.14304 43.375259 41.202209 43.23304 41.178322 43.199421 41.25526 43.1236 41.25526 43.20776 41.306931 43.160809 41.312759 42.888599 41.508041 42.84721 41.473042 42.786381 41.510269 42.831928 41.583321 42.726372 41.591091 42.588039 41.576382 42.506649 41.441929 42.366928 41.46027 41.95499 41.51638 41.833321 41.428322 41.5312 41.523479) #(20.589647 41.884552 20.51416 41.72776 20.555269 41.584709 20.46249 41.5536 20.56221 41.40387 20.49332 41.32748 20.59749 41.094151 20.644911 41.090149) #(46.452087 41.896572 46.420601 41.837799 46.331902 41.759201 46.218899 41.757198 46.198101 41.724998 46.201698 41.659401 46.237202 41.595001 46.256699 41.589401 46.264999 41.6119 46.282799 41.615299 46.2864 41.589199 46.3242 41.593601 46.347198 41.570801 46.343601 41.557499 46.299198 41.550301 46.3353 41.516899 46.330002 41.485298 46.413601 41.462502 46.499199 41.397202 46.5933 41.379398 46.621101 41.365002 46.6283 41.34 46.693901 41.312199 46.7108 41.255299 46.669998 41.154999 46.622501 41.100601 46.572201 41.108101 46.5453 41.095299 46.520802 41.049999 46.483898 41.055599 46.4403 41.096401 46.3783 41.104198 46.243301 41.205601 46.140301 41.203899 46.031399 41.1703 45.813099 41.226398 45.708599 41.290298 45.7197 41.320599 45.770599 41.3433 45.5383 41.398602 45.4767 41.4408 45.4011 41.428299 45.3367 41.462502 45.2789 41.455601 45.022499 41.298599) #(20.644911 41.090149 20.669991 41.088039 20.733879 40.91193 20.73975 40.910992) #(22.935949 41.3433 22.80138 41.344151 22.765289 41.243839 22.754709 41.214432 22.741171 41.18602 22.720551 41.142761 22.653879 41.185261 22.590269 41.11998 22.46888 41.121651 22.246941 41.17054 22.1311 41.124981 22.06666 41.158321 21.916109 41.095261 21.78027 40.928871 21.694441 40.93803 21.672489 40.90192 21.471661 40.910542 21.34305 40.871929 21.12001 40.862679) #(21.12001 40.862679 20.98325 40.857021) #(20.73975 40.910992 20.807501 40.900261 20.858879 40.933319 20.983 40.893879 20.98325 40.857021) #(26.03331 40.73489 26.12471 40.749989 26.134159 40.781368 26.199989 40.828869 26.2036 40.862759 26.327221 40.941929 26.320829 41.184711 26.44944 41.285259 26.617769 41.336929 26.637211 41.37859 26.593611 41.611099) #(43.753529 40.67593 43.735821 40.78249 43.60638 40.988319 43.55415 40.998039 43.473591 41.041931 43.47324 41.106213) #(125.321 40.648041 125.3293 40.645359) #(125.321 40.648041 125.2915 40.639889) #(125.3293 40.645359 125.4058 40.620819 125.58 40.784988 125.6039 40.755821 125.6844 40.769981 125.6472 40.810539 125.698 40.85915 125.9 40.896931 126.0416 40.937759 126.0755 40.997478 126.4561 41.357208 126.5272 41.357491 126.5008 41.431931 126.5538 41.496929 126.5714 41.620258 126.6769 41.66943 126.6969 41.714989 126.7103 41.74054 126.7869 41.692211 126.9283 41.796379 127.0452 41.72443 127.0452 41.651371 127.1786 41.58749 127.1061 41.545269 127.1089 41.532761 127.2108 41.521931 127.2875 41.471088 127.4727 41.472759 127.5572 41.42971 127.7094 41.413311 127.9369 41.44693 128.0441 41.389431 128.16051 41.386101 128.2822 41.53027 128.2972 41.59304 128.1505 41.720821 128.06081 41.910542 128.05881 42.003319 128.28239 42.03915 128.4225 42.028591 128.4538 42.00388 128.63049 42.02998 128.9258 42.024429 128.96271 42.084431 129.1144 42.139431 129.2133 42.223042 129.1758 42.234989 129.2094 42.286381 129.3566 42.446651 129.54691 42.364429 129.5705 42.405819 129.70129 42.43832 129.7291 42.478031 129.74271 42.64082 129.7747 42.646931 129.7511 42.7047 129.86189 42.96582 130.0419 42.95776 130.0994 42.980541 130.1358 42.9622 130.1008 42.91193 130.25909 42.884159 130.2502 42.70998 130.4261 42.574429 130.4649 42.54694 130.4816 42.607208 130.51469 42.602211 130.5291 42.523041 130.6039 42.42062) #(70.969398 42.2528 70.856903 42.1964 70.7528 42.201099 70.6689 42.1017 70.624397 42.019699 70.5392 42.038101 70.531097 42.068901 70.488297 42.099998 70.373299 42.064201 70.333099 42.039398 70.3022 41.9772 70.225601 41.941399 70.140297 41.828098 70.086899 41.808899 70.058098 41.7803 70.009201 41.7803 69.930801 41.7117 69.845299 41.706402 69.642197 41.673302 69.506699 41.582802 69.4431 41.567799 69.403603 41.525299 69.419403 41.474998 69.346397 41.4842 69.292503 41.458599 69.247803 41.4706 69.1567 41.4258 69.150803 41.401699 69.1231 41.408298 69.056396 41.379398 69.080597 41.3508 69.063103 41.216099 68.983902 41.1758 68.8983 41.1614 68.868301 41.1092 68.774399 41.077202 68.724403 40.978901 68.616699 40.936901 68.6119 40.913101 68.593597 40.919998 68.593597 40.873901 68.5681 40.861401 68.589699 40.730301 68.632202 40.722198 68.651901 40.6717 68.623901 40.636398 68.6483 40.626099 68.631699 40.607498 68.608101 40.599701 68.537498 40.625599 68.484398 40.591099 68.455299 40.597801 68.233299 40.691399 68.074997 40.801102 68.015602 40.8139 68.087799 40.862499 68.135002 40.9356 68.144402 40.997799 68.122498 41.02 68.1511 41.0308 68.143898 41.051399 68.105598 41.065601 68.082497 41.043598 68.059196 41.0536 68.028099 41.043598 67.996902 41.119999 67.934402 41.194401 67.861099 41.1628 67.754997 41.192501 67.455803 41.153301 67.071404 41.1436 66.875801 41.150002 66.720001 41.174999 66.558601 41.7328 66.526398 42.003101 66.029198 42.003101 66.036697 42.423302 66.070801 42.424198 66.123901 42.996899 65.821899 42.877201 65.526901 43.3172 65.268303 43.432499 64.931396 43.737801 64.458099 43.5481 63.9972 43.570599 63.211399 43.636398 62.023899 43.486099 61.136711 44.22628) #(124.9632 40.453739 125.0427 40.46804 125.0094 40.509991 125.0316 40.527901 125.2915 40.639889) #(70.969398 42.2528 71.027802 42.296398 71.0672 42.302799 71.2761 42.204201 71.259697 42.1703 71.216904 42.1394 71.146698 42.131901 70.9869 42.044399 70.871101 42.040001 70.853302 42.016399 70.8442 41.925301 70.685303 41.904999 70.5261 41.7967 70.470001 41.7131 70.181099 41.577499 70.191704 41.525002 70.376701 41.496899 70.4217 41.473099 70.474197 41.412201 70.540298 41.421902 70.669403 41.476398 70.711899 41.470798 70.792801 41.357498 70.784698 41.243301 70.847198 41.256401 70.933098 41.199402 71.054703 41.194698 71.107498 41.164398 71.151398 41.1642 71.195602 41.116699 71.213303 41.136902 71.202499 41.182201 71.243301 41.1964 71.2714 41.175598 71.285301 41.119202 71.311096 41.122501 71.349998 41.165798 71.418098 41.118599 71.440002 41.137199 71.438103 41.3489 71.550301 41.3008 71.6036 41.319199 71.660004 41.428902 71.620598 41.5075 71.646103 41.5564 71.691399 41.5564 71.7164 41.522499 71.695 41.4319 71.725304 41.455601 71.748299 41.4314 71.763901 41.4617 71.887199 41.333302 71.893303 41.194401 71.999397 41.2019 72.052803 41.158901 72.121902 41.2019 72.183601 41.192501 72.216698 41.060001 72.194504 41.004295 72.319199 41.0322 72.351402 41.082802 72.404999 41.0336 72.506104 41.015301 72.5075 40.975601 72.566704 40.964699 72.631699 40.8853 72.725601 40.869202 72.881897 40.876701 72.899399 40.867802 72.895302 40.8228 73.027802 40.878899 73.046898 40.8731 73.054703 40.8428 73.145599 40.848598 73.1689 40.832199 73.170303 40.8172 73.0961 40.7714 72.916702 40.700001 72.804497 40.674702 72.768097 40.57 72.690002 40.583302 72.672501 40.532799 72.648598 40.516899 72.597198 40.5186 72.522499 40.557201 72.473602 40.5578 72.384399 40.615002 72.3694 40.598598 72.395798 40.560001 72.381104 40.521099 72.453003 40.464401 72.423599 40.388901 72.295601 40.431099 72.240601 40.426399 72.237503 40.439701 72.276398 40.445801 72.282501 40.462502 72.173599 40.4603 72.110298 40.430801 72.098297 40.372501 71.974403 40.318298 71.980301 40.2925 72.0494 40.263302 72.041901 40.246899 71.983101 40.2528 71.957199 40.238899 71.863297 40.264198 71.797203 40.183899 71.710602 40.145802 71.6875 40.1689 71.688103 40.220798 71.665604 40.261101 71.634697 40.255299 71.621696 40.206402 71.562798 40.2061 71.490303 40.2328 71.464401 40.275299 71.421097 40.2728 71.389999 40.301899 71.308899 40.303299 71.273598 40.331902 71.217201 40.269199 71.064201 40.2775 70.999199 40.270302 70.982162 40.244663) #(124.3723 40.094311 124.5922 40.261379 124.8914 40.475811 124.9577 40.45277 124.9632 40.453739) #(44.778584 39.70665 44.625259 39.814991 44.540272 39.919979 44.28027 40.04665 44.01693 40.008598 43.657761 40.108601 43.65276 40.134159 43.721088 40.16721 43.594429 40.33749 43.618038 40.395538 43.592758 40.440262 43.753529 40.67593) #(20.98325 40.857021 20.96681 40.79118 20.961941 40.771648 21.030411 40.69936 21.031469 40.69825 21.051941 40.676651 21.053049 40.618591 20.936939 40.464432 20.84222 40.474979 20.78722 40.394711 20.66527 40.094151 20.55583 40.06638 20.513611 40.081379 20.412769 40.05109 20.394159 39.999149 20.31472 39.990261 20.36305 39.90749 20.410549 39.811932 20.38138 39.787209 20.29138 39.806648 20.30249 39.77832 20.260559 39.667759 20.0123 39.690231) #(44.81049 39.642731 44.789989 39.698589 44.778584 39.70665) #(44.81049 39.642731 44.794651 39.65065) #(80.285477 42.182358 80.276367 42.059711 80.204697 42.029148 79.977188 42.034161 79.852188 41.999989 79.801361 41.90276 79.570534 41.84026 79.296082 41.78582 78.670807 41.53194 78.639969 41.48304 78.531082 41.463871 78.365517 41.366379 78.373581 41.275539 78.160248 41.085541 77.505814 40.986099 77.021637 41.049992 76.867462 41.011101 76.781921 40.940819 76.793579 40.862492 76.647476 40.740261 76.63942 40.608601 76.442177 40.399151 76.328033 40.35416 76.289963 40.451382 76.269699 40.452209 76.18663 40.375542 76.045242 40.388882 75.903847 40.30138 75.689682 40.309151 75.661362 40.398319 75.696617 40.444981 75.594421 40.63998 75.563293 40.643879 75.277473 40.482479 75.058853 40.447762 74.869133 40.52137 74.844704 40.503601 74.811081 40.417488 74.872192 40.36832 74.877747 40.324711 74.724136 40.336651 74.483032 40.168049 74.322197 40.092758 74.198013 40.11388 73.994423 40.046101 73.85025 39.825821 73.841637 39.762489 73.956093 39.597759 73.848022 39.474979 73.67244 39.458954) #(48.359711 39.384708 48.338871 39.425541 47.976372 39.7197) #(48.589043 41.842365 48.788319 41.665821 49.136101 41.27776 49.154991 41.151661 49.251381 40.987209 49.537769 40.778599 49.513321 40.678051 49.577209 40.625271 49.745819 40.574162 49.999149 40.58638 50.07193 40.55249 50.236099 40.490261 50.363602 40.355549 50.384991 40.221371 50.30888 40.30777 50.21138 40.339432 50.085541 40.340549 49.885269 40.363319 49.858051 40.343601 49.56221 40.206379 49.425541 40.048321 49.482769 39.983601 49.419991 39.92416 49.444439 39.868599 49.412769 39.837769 49.421379 39.701099 49.31332 39.614712 49.287491 39.48082 49.413601 39.383881 49.39555 39.350269 49.40638 39.283329 49.33884 39.327179) #(73.67244 39.458954 73.491402 39.470001 73.369698 39.441898 73.360298 39.401402 73.343903 39.394699 73.1539 39.353298 73.098602 39.3825 73.028297 39.3517 72.948898 39.366402 72.858299 39.362499 72.6642 39.401901 72.593102 39.363899 72.538597 39.381901 72.497498 39.3517 72.415802 39.358601 72.385803 39.3358 72.342201 39.336399 72.306396 39.257198 72.248596 39.191898 72.229698 39.2453 72.1092 39.288101 72.1017 39.3414 72.076698 39.374699 71.979202 39.351898 71.857201 39.286701 71.773102 39.278099 71.7314 39.337502 71.774399 39.391102 71.756699 39.4622 71.605003 39.448601 71.542503 39.461102 71.514999 39.498901 71.553101 39.5672 71.479698 39.6203 71.444397 39.602501 71.406403 39.6064 71.316101 39.564701 71.275299 39.516899 71.203003 39.5336 71.097198 39.510601 71.032799 39.4119 70.997803 39.4011 70.952499 39.410301 70.921898 39.435299 70.889702 39.401901 70.848602 39.411098 70.801102 39.388901 70.747803 39.398602 70.720596 39.419201 70.724403 39.4767 70.673897 39.5075 70.633904 39.580799 70.548897 39.582199 70.491898 39.608299 70.417198 39.5919 70.407204 39.577499 70.356102 39.582199 70.269203 39.529202 70.234703 39.5261 70.227501 39.624699 70.163101 39.553902 70.052498 39.580002 70.002502 39.533901 69.9431 39.558601 69.842796 39.537498 69.772797 39.576401 69.708099 39.587799 69.589699 39.578899 69.543602 39.546101 69.445801 39.5308 69.384399 39.5592 69.362503 39.534401 69.340599 39.516899 69.306099 39.539398 69.311401 39.681702 69.249199 39.754398 69.264999 39.860298 69.338303 39.996399 69.398102 39.9519 69.425003 39.901901 69.5261 39.9319 69.500298 39.968601 69.483902 40.036098 69.540802 40.131401 69.572197 40.107201 69.605797 40.1119 70.0242 40.2164 70.172798 40.141899 70.286102 40.132801 70.348602 40.083099 70.542198 40.046101 70.560303 40.026402 70.5522 40.009399 70.4925 39.973598 70.467201 39.936401 70.4981 39.906898 70.528297 39.950298 70.603104 39.958302 70.6436 39.989399 70.661697 40.0369 70.661102 40.1036 70.775597 40.134998 70.819702 40.171398 70.833603 40.159698 70.861397 40.179699 70.918098 40.1689 70.974403 40.181099 70.996399 40.215302 70.982162 40.244663) #(53.881649 39.003609 53.852489 39.036381 53.764709 39.02721 53.731098 39.07777 53.717491 39.23999 53.657211 39.200821 53.681931 39.079151 53.639992 39.124439 53.57193 39.32526 53.445541 39.31443 53.29332 39.346371 53.15221 39.34026 53.16888 39.260269 53.181099 39.209991 53.084431 39.401932 53.247211 39.631939 53.311939 39.657768 53.217491 39.549709 53.227772 39.51527 53.423599 39.535259 53.569988 39.463871 53.58054 39.525539 53.634159 39.488319 53.73444 39.52388 53.633041 39.56443 53.654709 39.59499 53.615551 39.61721 53.546379 39.672771 53.45776 39.668049 53.40694 39.670818 53.422211 39.723598 53.575821 39.966099 53.396931 40.001659 53.28054 39.938599 53.1586 39.996101 52.990551 39.97221 52.920551 40.011929 52.898319 39.994709 53.020821 39.77277 52.737492 40.056381 52.767208 40.160549 52.690269 40.271931 52.708599 40.34193 52.86832 40.686939 52.826099 40.716099 52.87693 40.826382 52.918598 41.081661 52.96582 41.05027 52.958321 41.0061 53.06221 40.877769 53.061378 40.833881 53.11166 40.767769 53.18832 40.76276 53.256649 40.813881 53.248051 40.759708 53.334148 40.773041 53.351101 40.824711 53.384159 40.826382 53.379711 40.7761 53.473598 40.72887 53.55777 40.77055 53.55666 40.84832 53.596661 40.894428 53.657211 40.857208 53.708599 40.634991 53.75304 40.6161 53.9361 40.667488 54.031101 40.653881 54.095268 40.690819 54.05999 40.713039 54.236931 40.725819 54.223598 40.67971 54.397491 40.669159 54.426929 40.719151 54.311649 40.71999 54.268318 40.85194 54.31749 40.926659 54.474709 40.856659 54.440269 40.814159 54.486931 40.799431 54.711102 40.878319 54.759991 40.97332 54.675819 41.06805 54.766102 41.038601 54.594151 41.188881 54.064709 41.488602 53.98888 41.803322 53.896381 41.899712 53.91666 42.001659 53.89249 42.07526 53.803879 42.123878 53.630821 42.14082 53.278049 42.070541 53.150829 42.095539 53.07888 42.063599 52.7761 41.719711 52.77277 41.65971 52.879162 41.698879 52.915539 41.65971 52.823318 41.407211 52.821381 41.34444 52.911098 41.108879 52.88332 41.07304 52.84721 41.074429 52.786381 41.333599 52.55666 41.515541 52.588329 41.587769 52.583321 41.65332 52.443321 41.744499) #(48.359711 39.384708 48.150261 39.309151 48.11998 39.263599 48.134991 39.208881 48.29388 39.112492 48.323879 39.026371 48.276089 38.981651) #(47.976372 39.7197 47.806648 39.677212 47.746929 39.62109 47.45443 39.49638 47.355259 39.437481 47.099709 39.304428 47.025539 39.189419 46.838322 39.155258 46.539925 38.87672) #(45.022499 41.298599 45.060299 41.2453 45.052799 41.2033 45.1478 41.201099 45.222801 41.141899 45.194698 41.116901 45.081402 41.1161 45.073299 41.101101 45.0914 41.062801 45.132801 41.056702 45.138599 41.082802 45.156898 41.085602 45.2328 41.021702 45.345001 41.000599 45.4389 41.022499 45.437199 40.956902 45.487801 40.946701 45.566101 40.8778 45.618099 40.871899 45.6208 40.843899 45.5942 40.7878 45.429199 40.729198 45.388302 40.671101 45.391102 40.643299 45.420601 40.599998 45.459202 40.5811 45.4692 40.538101 45.506901 40.512501 45.540298 40.4533 45.6628 40.375801 45.8414 40.303299 45.875801 40.269699 45.9133 40.264702 45.958302 40.272202 46.0028 40.220299 45.976898 40.116901 45.9244 40.092499 45.905602 40.020599 45.6381 40.021702 45.603901 40.007801 45.5928 39.982498 45.784199 39.9375 45.816399 39.865601 45.856701 39.823601 45.926399 39.788101 46.0061 39.773102 46.067799 39.6894 46.153599 39.657799 46.204201 39.598099 46.250301 39.595001 46.349998 39.628101 46.413898 39.5839 46.513302 39.583599 46.541401 39.5644 46.546398 39.538601 46.509701 39.513302 46.516701 39.4758 46.400799 39.450802 46.3806 39.424999 46.4039 39.378601 46.518101 39.330299 46.544201 39.2789 46.622501 39.224701 46.545601 39.1894 46.452202 39.218601 46.4161 39.201401 46.423901 39.163898 46.493599 39.128601 46.510799 39.096901 46.523602 39.044201 46.494701 38.959702 46.539925 38.87672) #(46.539925 38.87672 46.5336 38.870819 46.35471 38.910542 46.177959 38.844219) #(46.177959 38.844219 46.107201 38.9361 46.042801 39.0783 45.970299 39.166401 45.971901 39.206699 46.0089 39.250801 45.9781 39.279999 45.885799 39.319401 45.855598 39.348099 45.795601 39.3564 45.7761 39.374699 45.830002 39.449402 45.814701 39.494999 45.823101 39.5453 45.783298 39.569199 45.732201 39.580601 45.626701 39.560001 45.4575 39.493599 45.4086 39.529999 45.326099 39.5383 45.307499 39.5881 45.281898 39.608601 45.253899 39.6078 45.204399 39.572201 45.171101 39.579201 45.1758 39.672501 45.061901 39.7789 44.933102 39.721401 44.858299 39.724998 44.778584 39.70665) #(46.177959 38.844219 46.16666 38.839981 45.871929 38.879978 45.430538 39.004711 45.337761 39.172489 45.187481 39.21027 45.115822 39.312199 44.95026 39.43581 44.888599 39.60582 44.81049 39.642731) #(73.67244 39.458954 73.671631 39.458881 73.654694 39.43803 73.623863 39.220539 73.851357 38.976089 73.844131 38.945259 73.723297 38.912479 73.705254 38.864151 73.795212 38.661221) #(48.8605 38.44025 48.832211 38.86499 48.90554 38.896648 48.935551 38.9636 48.930271 39.058601 48.96138 39.174431 49.002769 39.18943 49.05249 39.172771 49.067211 39.107769 49.134708 39.103321 49.14999 39.081661 49.123051 39.0261 49.051659 39.001381 49.072208 38.963871 49.140541 38.977211 49.201931 39.024712 49.258041 39.319439 49.297211 39.343319 49.33884 39.327179) #(48.8605 38.44025 48.665531 38.390541 48.610538 38.405819 48.429989 38.626091 48.333599 38.601101 48.243599 38.66721 48.24387 38.72776 48.103039 38.7836 48.013882 38.85693 48.018879 38.909149 48.276089 38.981651) #(55.296101 38.001659 54.83305 37.74638 54.80582 37.561649 54.69165 37.46748) #(55.998451 41.325474 56.666901 41.288101 56.827499 41.2994 57.049999 41.262798 57.092201 41.321899 57.188301 41.371101 57.095798 41.401402 57.042801 41.4669 57.035801 41.575001 56.976101 41.6647 56.994701 41.749699 56.969398 41.8433 56.978298 41.884998 57.119701 41.9417 57.2458 42.095299 57.386902 42.162498 57.4739 42.175301 57.664398 42.153599 57.752201 42.1842 57.869202 42.190601 57.875 42.206402 57.847801 42.237801 57.904701 42.260601 57.9636 42.367199 57.923901 42.441898 57.970001 42.450001 58.0336 42.505299 58.1017 42.503899 58.146702 42.4622 58.225601 42.476101 58.3381 42.441399 58.4114 42.3894 58.4119 42.2967 58.510601 42.301102 58.514198 42.3181 58.446899 42.3778 58.314999 42.548302 58.1642 42.601101 58.143101 42.630798 58.164398 42.651901 58.2939 42.697498 58.422501 42.660801 58.562801 42.662498 58.597801 42.784199 58.6175 42.797501 58.801899 42.6394 58.951698 42.540798 59.047199 42.523899 59.1558 42.5411 59.258598 42.451698 59.263901 42.3722 59.284698 42.347801 59.371399 42.3381 59.457199 42.292801 59.735802 42.322498 59.843899 42.314999 59.9161 42.297798 59.956699 42.243301 60.0644 42.188301 59.992199 42.131901 60.0247 42.014999 59.937199 41.994701 59.925598 41.980301 59.9342 41.9622 60.122799 41.9217 60.177799 41.862202 60.2561 41.8228 60.275002 41.797798 60.256901 41.772499 60.122501 41.805 60.069698 41.757801 60.080299 41.724201 60.186401 41.594398 60.0994 41.537498 60.0769 41.442501 60.091099 41.410301 60.3386 41.308601 60.4883 41.219398 60.705002 41.258099 60.811901 41.257801 60.955799 41.2486 61.001701 41.208302 61.0331 41.2458 61.046902 41.221401 61.0858 41.237202 61.141899 41.231899 61.167198 41.198898 61.2733 41.1614 61.355301 41.187199 61.385319 41.234257 61.403301 41.292198 61.424702 41.302502 61.611401 41.267502 61.893299 41.111698 61.974998 40.999699 61.9958 40.849201 62.0425 40.723598 62.097198 40.6539 62.1231 40.584202 62.201401 40.486099 62.275002 40.4692 62.355301 40.4203 62.353298 40.372501 62.393902 40.3242 62.4067 40.229198 62.4408 40.183899 62.418098 40.104698 62.441101 40.031101 62.5844 39.909698 62.819401 39.784401 63.038601 39.644402 63.526402 39.3936 63.712799 39.2061 64.173897 38.955002 64.214699 38.953602 64.340302 38.9911 64.4972 38.854198 64.665298 38.741901 64.987198 38.626701 65.292198 38.410801 65.597198 38.253899 65.748596 38.226398 65.840302 38.273602 65.895302 38.2808 65.989998 38.242802 66.071701 38.236099 66.162804 38.173901 66.253601 38.154999 66.319397 38.084702 66.423897 38.043598 66.555603 38.0383 66.643898 38.003101 66.670303 37.973301 66.666397 37.936699 66.5578 37.823898 66.5383 37.7728 66.547798 37.663898 66.516899 37.521702 66.571701 37.468601 66.516701 37.404701 66.538765 37.360512) #(53.881649 39.003609 53.965549 38.939159 53.979431 38.89777 53.854431 38.66637 53.824429 38.521381 53.83971 38.436939 53.80582 37.95388 53.896648 37.397491 53.90942 37.351521) #(54.69165 37.46748 54.551651 37.446091 54.231651 37.327209 53.90942 37.351521) #(65.627296 37.333199 65.646927 37.458881 65.70137 37.53693 65.766083 37.534161 65.785522 37.568878 66.30275 37.323601 66.538765 37.360512) #(73.795212 38.661221 73.847198 38.588039 73.974136 38.5336 74.083038 38.547489 74.074417 38.609989 74.354691 38.674431 74.553017 38.60054 74.856628 38.470539 74.862747 38.384159 74.794418 38.306091 74.820534 38.0686 74.913589 38.017761 74.920517 37.938869 74.902763 37.84721 74.99025 37.778591 74.902763 37.647209 74.949402 37.563042 75.187469 37.406651 75.111076 37.383598 75.096626 37.32193 74.898827 37.240299) #(70.982162 40.244663 70.870598 40.242802 70.716103 40.203899 70.625801 40.2103 70.589401 40.255299 70.558098 40.342499 70.5158 40.360298 70.456703 40.351101 70.375 40.376701 70.378304 40.402199 70.346397 40.429699 70.3508 40.4617 70.485001 40.506699 70.514999 40.549702 70.579697 40.574699 70.795456 40.72551 70.776703 40.7556 70.6922 40.772202 70.649399 40.786098 70.645798 40.822498 70.667198 40.827499 70.701103 40.7981 70.728897 40.800598 70.728104 40.8139 70.544197 40.981098 70.471901 41.037201 70.430496 41.050301 70.381699 41.027802 70.374702 40.958302 70.316704 40.894199 70.2481 40.855801 70.1222 40.826698 70.050301 40.77 69.823097 40.715599 69.732498 40.638599 69.680298 40.646702 69.534401 40.7822 69.489197 40.785599 69.459198 40.8111 69.400299 40.800301 69.3517 40.768902 69.334999 40.738098 69.332199 40.6022 69.251404 40.589699 69.210602 40.558899 69.259697 40.5028 69.339203 40.327801 69.307503 40.2864 69.239998 40.311699 69.231697 40.2817 69.321404 40.211899 69.235298 40.189701 69.097801 40.2244 69.032204 40.238602 68.876099 40.218601 68.8358 40.194698 68.768303 40.208099 68.64444 40.183277 68.6008 40.178299 68.601402 40.1628 68.705803 40.116901 68.863602 40.141701 68.987198 40.1492 69.009399 40.101101 68.997498 40.07 68.900597 40.077499 68.8386 40.040798 68.808601 40.083099 68.785301 40.070599 68.808296 40.043301 68.8153 39.9939 68.909203 39.891399 68.853302 39.874199 68.805801 39.971699 68.775299 39.9869 68.815598 39.900299 68.8125 39.8783 68.774399 39.8619 68.779404 39.838902 68.760803 39.827499 68.722198 39.871399 68.673897 39.849998 68.639702 39.855801 68.629997 39.656101 68.592499 39.613602 68.536697 39.5872 68.540298 39.554699 68.473297 39.537498 68.353302 39.536701 68.082497 39.5672 67.827499 39.621399 67.709702 39.625801 67.604698 39.566399 67.509697 39.554699 67.513603 39.495602 67.442497 39.4856 67.410599 39.299198 67.366699 39.294201 67.3675 39.2253 67.381897 39.209702 67.517799 39.167801 67.6175 39.171902 67.6539 39.139999 67.694702 39.134701 67.687202 39.0494 67.709396 38.9967 67.863297 38.9767 67.968903 39.0089 68.036903 38.9842 68.113297 38.997501 68.183899 38.900799 68.196404 38.854401 68.154999 38.808601 68.083099 38.794399 68.1008 38.739201 68.0578 38.696899 68.080597 38.6092 68.071899 38.541401 68.111099 38.498299 68.127197 38.4244 68.169403 38.395 68.215599 38.332199 68.331398 38.2733 68.384201 38.195599 68.368599 38.112202 68.296402 38.018101 68.273903 37.954399 68.150597 37.928101 68.073097 37.765301 67.917198 37.617199 67.8564 37.535301 67.817497 37.446098 67.843903 37.330601 67.838097 37.261902 67.777153 37.185799) #(66.538765 37.360512 66.586906 37.368038 66.665253 37.338322 66.744423 37.36137 67.021637 37.377201 67.200256 37.246651 67.229424 37.191929 67.266373 37.185261 67.424408 37.234989 67.521637 37.27248 67.557457 37.215542 67.649406 37.24609 67.774139 37.206089 67.777153 37.185799) #(44.794651 39.65065 44.60582 39.78054 44.471088 39.698872 44.416088 39.425259 44.307758 39.386929 44.070271 39.411652 44.034161 39.379711 44.080818 39.306931 44.216648 39.12915 44.15942 39.002209 44.210819 38.891102 44.2911 38.859711 44.304989 38.81554 44.260818 38.721649 44.317211 38.613041 44.3036 38.430538 44.32526 38.37804 44.440819 38.393318 44.47776 38.32304 44.22221 37.906368 44.245541 37.883869 44.34499 37.88026 44.419151 37.81776 44.53804 37.78054 44.61887 37.716091 44.558041 37.648041 44.592758 37.436932 44.801651 37.321659 44.82193 37.271099 44.773319 37.227482 44.79443 37.163872) #(44.79443 37.163872 44.786671 37.148151) #(42.366089 37.11018 42.345261 37.23859 42.24971 37.27887 42.20787 37.322182) #(74.567749 37.02647 74.400528 37.139149 74.392197 37.175259 74.537193 37.243038 74.651077 37.234711 74.669418 37.266102 74.763313 37.30109 74.816933 37.219151 74.898827 37.240299) #(44.786671 37.148151 44.638039 37.187481 44.529148 37.120258 44.351101 37.048321 44.317211 36.970539 44.25526 36.986649 44.197762 37.111099 44.267761 37.167488 44.261662 37.241928 44.231091 37.276371 44.116379 37.31638 44.00388 37.314991 43.903591 37.221649 43.623039 37.22998 43.345821 37.331928 43.30637 37.309978 43.144428 37.37804 42.950539 37.322491 42.786098 37.38443 42.72665 37.355549 42.601101 37.186649 42.366089 37.11018) #(39.439232 36.698841 39.809978 36.751381 40.048321 36.835541 40.400261 36.990261 40.775539 37.11832 41.141102 37.094429 41.400539 37.076931 41.84026 37.129978 42.063599 37.196651 42.20787 37.322182) #(67.777153 37.185799 67.791641 37.088322 67.885529 37.061371 67.910522 37.014431 68.035522 36.924709 68.28331 37.019981 68.278313 37.086929 68.301643 37.111099 68.413017 37.104431 68.412193 37.148041 68.524979 37.16193 68.654694 37.246929 68.825813 37.247761 68.809402 37.322491 68.85025 37.324711 68.904968 37.272209 68.924408 37.28471 68.891647 37.31749 68.999687 37.307758 69.246628 37.094151 69.333038 37.124981 69.45137 37.22998 69.381348 37.344151 69.382736 37.455818 69.515808 37.580818 69.91803 37.611931 69.958588 37.564991 70.134979 37.529148 70.255539 37.62109 70.276917 37.741371 70.165527 37.872211 70.170242 37.94165 70.203857 37.92054 70.378304 38.057758 70.491913 38.16721 70.584412 38.278591 70.596359 38.334148 70.685516 38.375259 70.672203 38.414429 70.880524 38.453041 71.101913 38.40609 71.363022 38.248871 71.363861 38.18803 71.284698 38.019981 71.264137 37.918049 71.37468 37.905819 71.546356 37.942478 71.591919 37.903042 71.588577 37.81609 71.528847 37.764431 71.49025 37.284161 71.446907 37.20776 71.43219 37.05859 71.568314 36.741371 71.695236 36.672211 71.842743 36.692478 72.011368 36.812199 72.346626 36.989979 72.663589 37.026089 72.798859 37.22998 73.08136 37.320541 73.150528 37.400822 73.314407 37.463322 73.776642 37.434429 73.752762 37.331379 73.649406 37.304428 73.619957 37.26276 73.634407 37.239979 73.792473 37.22942 74.363861 37.4286 74.400803 37.399429 74.699692 37.39193 74.898827 37.240299) #(61.1572 36.64999 60.364712 36.645538 60.02943 37.03693 59.774429 37.131649 59.620258 37.131931 59.566929 37.208881 59.519711 37.196091 59.389709 37.33305 59.37109 37.50388 59.322762 37.54137 59.249989 37.513321 59.17165 37.563042 58.92609 37.669979 58.778591 37.66193 58.54443 37.703602 58.498039 37.64777 58.451649 37.641369 58.223869 37.684711 58.19804 37.786381 58.124432 37.799992 57.77832 37.907761 57.50526 37.929989 57.34832 37.998871 57.37109 38.09304 57.239151 38.273869 57.17609 38.28027 57.050819 38.1936 56.857208 38.231369 56.756378 38.284988 56.695259 38.26693 56.538879 38.266102 56.38554 38.231369 56.318878 38.173321 56.352772 38.132759 56.326649 38.084148 55.982761 38.072491 55.798599 38.122478 55.44276 38.086102 55.296101 38.001659) #(36.660259 36.833599 36.95554 36.771099 37.043049 36.714432 37.024429 36.658039 37.076931 36.621651 37.12748 36.659149 37.442478 36.63998 37.50555 36.65971 37.8186 36.760818 38.181099 36.905819 38.39082 36.896648 38.726372 36.702209 38.860538 36.697762 39.205818 36.665531 39.439232 36.698841) #(53.90942 37.351521 54.01582 37.021931 53.988319 36.982208 54.031651 36.948318 54.019161 36.8186 53.894711 36.793598 53.668598 36.82082 53.63443 36.853321 54.002209 36.904991 54.008598 36.948318 53.949162 36.914711 53.244709 36.850269 52.615551 36.709148 51.972759 36.57999 51.798599 36.60194 51.08749 36.732491 50.740822 36.900829 50.315269 37.153049 50.202209 37.383881 50.077492 37.411652 49.47887 37.483601 49.274712 37.545818 49.06971 37.67165 49.001099 37.75943 48.87138 38.288879 48.8605 38.44025) #(36.382511 36.222858 36.440819 36.206379 36.493599 36.230808 36.554989 36.223042 36.692211 36.239151 36.690262 36.286381 36.618591 36.357491 36.580818 36.400539 36.5536 36.4986 36.660259 36.833599) #(36.382511 36.222858 36.37389 36.01321) #(35.923241 35.926769 36.005821 35.930538 36.0172 35.878319 36.17416 35.821659 36.219151 35.96027 36.37389 36.01321) #(61.1572 36.64999 61.189701 36.561371 61.14249 36.392761 61.169979 36.302212 61.226089 36.115261 61.125259 35.970821 61.244991 35.897209 61.231091 35.667488 61.278721 35.60675) #(77.831413 35.480751 77.70108 35.461102 77.521088 35.48415 76.919968 35.595539 76.588303 35.760818 76.584702 35.89193 76.564133 35.912762 76.525803 35.8736 76.222198 35.81332 76.157753 35.828041 76.127457 35.972759 76.09053 36.000542 76.007751 36.001659 75.95137 36.031368 75.919968 36.119148 76.004433 36.177479 76.004967 36.458599 75.898857 36.62859 75.723862 36.74276 75.554138 36.770821 75.472748 36.72554 75.431084 36.747761 75.392471 36.917488 75.131348 37.001381 74.92775 36.966091 74.895248 36.911652 74.838867 37.011101 74.690804 37.062759 74.567749 37.02647) #(65.627296 37.333199 65.530807 37.2486 65.072746 37.244431 64.798019 37.124981 64.779137 37.095821 64.795242 36.923038 64.61525 36.629429 64.627747 36.45998 64.570534 36.35638 64.458862 36.247211 64.32164 36.216381 64.282471 36.15192 64.169418 36.167488 64.059692 36.088039 64.063858 36.000271 63.933868 36.03915 63.595539 35.9622 63.538879 35.90971 63.317211 35.852211 63.119431 35.861931 63.10416 35.825821 63.23888 35.69553 63.095261 35.626091 63.110538 35.481369 62.62331 35.224979 62.459431 35.286381 62.305538 35.145538 62.259159 35.297771 62.100819 35.394711 61.97221 35.45998 61.802479 35.411091 61.576649 35.450821 61.464989 35.52721 61.365822 35.639709 61.278721 35.60675) #(77.831413 35.480751 77.755463 35.404812 77.527634 35.312248 77.238098 35.217319 77.041122 35.093929) #(44.786671 37.148151 44.76804 37.105259 44.90971 37.023869 44.906651 36.888321 44.841648 36.81971 44.867199 36.785259 45.01693 36.749989 45.066662 36.67387 45.014709 36.535259 45.121368 36.41193 45.25082 36.420269 45.369148 36.080269 45.33498 36.004429 45.384708 35.98193 45.50555 36.020538 45.634991 35.965542 45.74332 35.828041 45.785259 35.814991 46.34026 35.82555 46.348869 35.799992 46.3186 35.769711 46.13443 35.697201 46.01915 35.675541 46.02026 35.576099 45.97998 35.584709 45.99221 35.481091 46.148041 35.301651 46.119148 35.244431 46.193039 35.211102 46.155258 35.099152 46.03249 35.057758 45.941929 35.095539 45.921371 35.078602 45.870258 34.90971) #(61.278721 35.60675 61.27776 35.52026 61.239151 35.481091 61.1861 35.29694 61.104431 35.279148 61.11388 35.201649 61.065262 34.812759) #(45.870258 34.90971 45.77248 34.914429 45.766102 34.845821 45.691929 34.819149 45.651089 34.726929 45.708321 34.659149 45.71471 34.557209 45.531929 34.60054 45.513321 34.581661 45.522758 34.497761 45.435539 34.448589 45.487759 34.335819 45.551929 34.344151 45.584709 34.302479 45.56749 34.2197 45.405819 33.971088 45.550259 33.888599 45.75193 33.588871 45.905491 33.63319) #(77.831413 35.480751 77.940247 35.501659 77.972473 35.574162 78.136917 35.54332 78.20192 35.639149 78.569977 35.79137 78.700531 35.881931 78.809402 35.925819 78.934402 35.89249 79.343307 35.986099 79.432739 35.963322 79.457199 35.928871 79.440247 35.878868 79.473862 35.854988 79.586906 35.86776 79.665802 35.801651 79.634407 35.759159 79.693573 35.650822 79.866913 35.568321 79.919128 35.617489 79.964142 35.595821 80.021912 35.437481 80.070534 35.40609 80.136093 35.44582 80.201637 35.55888 80.238022 35.557758 80.297737 35.503319 80.349411 35.522758 80.387192 35.506378 80.386642 35.425259 80.283859 35.32526 80.292191 35.1936 80.190804 35.086929 80.201637 34.893879 80.088303 34.736099 80.045242 34.658871 79.887482 34.662762 79.843857 34.574429 79.761642 34.552761 79.722748 34.519711 79.760529 34.46859 79.75415 34.44276 79.683578 34.411652 79.545517 34.432758 79.531647 34.410542 79.572197 34.199421 79.511642 34.190262 79.522202 34.11388 79.4133 34.01693 79.027191 34.015541 78.908859 33.970261 78.907471 33.936649 79.019417 33.754429 79.031357 33.626091 78.91803 33.633598 78.910797 33.60804 78.937408 33.408649) #(74.332977 32.81525 74.363861 32.869431 74.334137 33.000549 74.0383 33.164429 74.011917 33.210541 74.024139 33.276371 74.125793 33.343319 74.182457 33.51054 74.162483 33.553879 74.014687 33.638882 73.98497 33.687771 73.99469 33.75555 74.055801 33.834431 74.169968 33.84832 74.257477 33.901089 74.294693 33.964432 74.244423 34.01915 73.955811 34.021099 73.907753 34.089981 73.926361 34.132198 74.014137 34.175541 74.021088 34.208321 73.968307 34.306091 73.854691 34.315819 73.806084 34.353321 73.799133 34.398602 73.946083 34.593601 73.957748 34.661369 74.247467 34.754711 74.389137 34.781929 74.679413 34.696369 75.200531 34.624149 75.399979 34.55304 75.805527 34.50721 75.937469 34.60804 76.046631 34.629429 76.160522 34.58527 76.229141 34.609428 76.293579 34.70026 76.470253 34.769981 76.738571 34.73859 76.801361 34.672211 76.869957 34.658871 76.916924 34.68137 76.964142 34.94054 77.023857 34.982479 77.065247 35.039989 77.041122 35.093929) #(74.713303 32.838871 74.666924 32.836109 74.646362 32.78054 74.598587 32.758881 74.359703 32.775822 74.332977 32.81525) #(79.527161 32.74992 79.463593 32.80304 79.46109 32.858879 79.418297 32.905819 79.354141 32.983318 79.406357 33.161659 79.364693 33.189701 79.103577 33.219711 79.079422 33.287209 78.992188 33.3186 78.937408 33.408649) #(75.357529 32.305038 75.037483 32.48027 74.744423 32.465 74.687469 32.501099 74.65358 32.593319 74.713303 32.838871) #(75.327759 32.172489 75.382187 32.275551 75.357529 32.305038) #(68.221626 31.81559 68.53775 31.72666 68.57164 31.76527 68.447739 31.77277 68.444122 31.79472 68.54747 31.829161 68.712479 31.778879 68.731918 31.69944 68.833038 31.60388 69.029694 31.64555 69.333862 31.94389 69.287483 32.069149 69.283043 32.21777 69.248016 32.443871 69.287483 32.526379 69.397751 32.587761 69.456917 32.682209 69.394974 32.773869 69.515259 32.873878 69.492462 33.008598 69.561081 33.081928 69.791351 33.126942 69.881073 33.089981 70.033577 33.139431 70.067749 33.20499 70.144974 33.202492 70.32692 33.33194 70.306084 33.396099 70.197739 33.485821 70.196617 33.64082 70.132736 33.735538 69.985519 33.75304 69.907471 33.881931 69.902763 34.031101 70.491348 33.943039 70.900528 33.973591 70.905533 34.013321 70.981079 34.008881 71.135529 34.166088 71.153313 34.36137 71.073029 34.39415 70.978027 34.510818 70.995796 34.55859 71.094971 34.56805 71.09581 34.676651 71.225517 34.744431 71.313858 34.886929 71.496078 34.959431 71.543297 35.0947 71.618027 35.131371 71.659126 35.207489 71.553574 35.28915 71.549133 35.32832 71.647202 35.436939 71.606918 35.48193 71.613861 35.561932 71.508591 35.626652 71.545242 35.711102 71.380524 35.946091 71.291077 35.96859 71.188019 36.047211 71.248581 36.133041 71.582748 36.335819 71.563019 36.372478 71.646637 36.46804 71.753036 36.40749 71.817749 36.41666 71.795807 36.491928 72.074692 36.58942 72.073303 36.628868 72.191643 36.6572 72.181641 36.71471 72.492462 36.771931 73.113022 36.873871 73.779694 36.901089 73.963028 36.837761 74.06218 36.821659 74.158859 36.906651 74.251923 36.899429 74.336906 36.958881 74.482193 37.011101 74.558006 36.96526 74.567749 37.02647) #(74.58844 31.59803 74.516083 31.72472 74.538017 31.81666 74.620239 31.871941 74.784698 31.94389 74.814133 32.019711 74.962753 32.031929 75.037483 32.098881 75.108017 32.070831 75.327759 32.172489) #(67.791924 31.341101 67.799698 31.38249 67.766922 31.4111 67.646362 31.40999 67.581093 31.5336 67.738022 31.53083 67.887482 31.63999 67.98053 31.63583 68.166077 31.83305 68.221626 31.81559) #(61.76582 31.24527 61.771099 31.318331 61.7136 31.383329 61.619431 31.395821 60.843868 31.498329 60.810261 31.8736 60.857769 32.234718 60.74165 32.578869 60.581928 33.071659 60.591091 33.16304 60.85165 33.418049 60.858318 33.49387 60.9286 33.504429 60.901649 33.554428 60.649151 33.574989 60.522758 33.653042 60.50526 33.739151 60.55415 33.81332 60.52137 33.999149 60.513599 34.150822 60.67165 34.313599 60.911091 34.31638 60.89777 34.345821 60.756649 34.483318 60.733601 34.54166 60.863602 34.576389 61.065262 34.812759) #(67.256363 31.22249 67.288017 31.2136 67.791924 31.341101) #(61.803871 30.94582 61.84721 31.04888 61.76582 31.24527) #(45.905491 33.63319 45.948589 33.556648 45.874699 33.49165 45.996929 33.495541 46.124699 33.308601 46.198589 33.19109 46.11137 33.112759 46.055538 33.121651 46.04916 33.09082 46.146381 33.069439 46.144989 33.048038 46.097481 33.00555 46.103321 32.971088 46.148041 32.953041 46.2836 32.96666 46.42387 32.937481 46.638039 32.819988 46.783039 32.708328 47.154701 32.45776 47.362492 32.474701 47.440819 32.38332 47.413311 32.341091 47.50304 32.253601 47.5172 32.148319 47.864429 31.798599 47.697201 31.40777 47.693871 31.00111 48.03693 30.994711 48.033329 30.5536 48.069592 30.46073) #(81.027397 30.2047 80.601357 30.476379 80.538857 30.464439 80.321907 30.56472 80.203583 30.564989 80.227753 30.621941 80.187469 30.675819 80.256363 30.72971 80.235519 30.74749 80.084137 30.791941 79.909698 30.91666 79.748863 30.98971 79.590263 30.94138 79.24025 31.24416 79.217468 31.34083 79.086906 31.439159 79.018593 31.411381 78.998581 31.32555 78.94191 31.359989 78.89386 31.298889 78.818314 31.286659 78.764687 31.31583 78.782753 31.4575 78.724983 31.48082 78.726357 31.53167 78.781647 31.555269 78.84108 31.615829 78.742462 31.68499 78.693298 31.785271 78.769417 31.958879 78.680527 32.035271 78.544693 32.209431 78.474983 32.236099 78.483307 32.300541 78.395813 32.54388 78.420517 32.566101 78.59552 32.570541 78.743027 32.639431 78.772202 32.622761 78.780258 32.47887 78.923859 32.3661 79.099136 32.376369 79.147476 32.484711 79.253593 32.515549 79.306923 32.494431 79.37413 32.54694 79.516373 32.676941 79.527161 32.74992) #(48.545181 29.94454 48.447762 29.99305 48.379429 30.12944 48.40276 30.20277 48.274151 30.329161 48.19804 30.31777 48.153591 30.421659 48.069592 30.46073) #(60.866871 29.862431 61.25304 30.259991 61.812759 30.843611 61.803871 30.94582) #(60.866871 29.862431 60.99387 29.826099 61.743599 29.615829 62.484428 29.406099 62.78693 29.43388 63.5872 29.50388 64.131348 29.394159 64.193024 29.48749 64.273857 29.52389 64.695511 29.58638 65.034126 29.5411 65.417473 29.640551 66.256638 29.85194 66.361359 29.966101 66.238297 30.071381 66.259697 30.114161 66.35025 30.45055 66.281921 30.57527 66.404968 30.94611 66.56636 30.97777 66.684128 31.086109 66.723022 31.21221 66.891647 31.296101 67.036911 31.318609 67.051643 31.297779 67.034698 31.25444 67.069702 31.239161 67.256363 31.22249) #(61.547581 28.98494 61.511101 29.0886 61.419979 29.16444 61.355259 29.38833 60.866871 29.862431) #(97.349548 28.22267 97.298309 28.240271 97.233582 28.31777 97.105797 28.38139 96.998863 28.33222 96.779137 28.375549 96.740799 28.42638 96.59053 28.467211 96.401917 28.351101 96.264687 28.41527 96.368301 28.48583 96.345253 28.55694 96.434692 28.593889 96.496628 28.692221 96.616364 28.757771 96.611633 28.801109 96.533859 28.896379 96.5047 29.06999 96.343857 29.032499 96.250259 28.94083 96.172737 28.899719 96.14859 28.943331 96.18219 28.99527 96.122742 29.08305 96.353027 29.18305 96.395248 29.25527 96.362473 29.29055 96.289413 29.241381 96.231079 29.2575 96.166924 29.369711 96.063858 29.465549 95.579147 29.244431 95.54303 29.13472 95.496078 29.140829 95.479424 29.076099 95.439133 29.04138 95.345253 29.04472 95.223587 29.10055 94.947189 29.158609 94.800522 29.16749 94.733582 29.28055 94.631866 29.32753) #(88.142357 27.86809 87.853851 27.914721 87.797203 27.837219 87.72052 27.804991 87.546082 27.845831 87.393593 27.80916 87.404137 27.86055 87.192734 27.82305 87.030258 27.965269 86.933029 27.95055 86.87413 28.01778 86.764137 28.026661 86.758034 28.080271 86.704147 28.111099 86.571907 28.105829 86.534973 27.95499 86.444962 27.908051 86.219704 28.016109 86.215263 28.11833 86.183578 28.163879 86.092468 28.078051 86.131638 27.926109 86.01442 27.882771 85.973022 27.915819 85.978027 27.98971 85.918854 28.033331 85.916367 28.096939 85.780807 28.2061 85.705811 28.340549 85.619957 28.25111 85.5383 28.28944 85.283859 28.272221 85.103302 28.31638 85.101913 28.446659 85.181923 28.530001 85.189957 28.603319 85.059967 28.6411 84.939682 28.540001 84.823303 28.551941 84.231354 28.92944 84.256088 29.042219 84.199692 29.062771 84.176361 29.213881 84.02359 29.27916 83.72052 29.22888 83.677193 29.16194 83.602463 29.165831 83.346077 29.49666 83.284409 29.47443 83.257477 29.58 83.164978 29.633051 83.085251 29.58527 82.992188 29.672501 82.85524 29.66888 82.557739 29.94277 82.165802 30.07972 82.100517 30.34222 81.615517 30.41971 81.541924 30.330549 81.411362 30.380831 81.396362 30.283051 81.356628 30.145281 81.290802 30.13055 81.30191 30.083599 81.223587 30.010269 81.109703 30.024719 81.027397 30.2047) #(94.631866 29.32753 94.596077 29.28499 94.285248 29.144159 94.133591 28.96777 94.034409 28.96999 94.049133 28.864441 93.738022 28.696939 93.558006 28.683599 93.225517 28.62833 93.169418 28.448879 93.118027 28.371941 92.823868 28.178049 92.80246 28.20166 92.680252 28.117769 92.662193 28.063049 92.729141 28.036381 92.699402 27.955549 92.37941 27.80471 92.358307 27.84444 92.335251 27.79805 92.306084 27.79833 92.279137 27.863331 92.256638 27.87138 92.25386 27.81583 91.97052 27.72805 91.659554 27.76511) #(70.083939 27.73613 70.128021 27.82888 70.375793 28.023331 70.51442 28.03916 70.598587 27.98999 70.737747 27.73138 70.794418 27.709721 70.894417 27.71221 71.239693 27.8486 71.626907 27.876101 71.896927 27.961941 71.91803 28.117491 71.992188 28.21583 72.206627 28.402491 72.292191 28.679991 72.389687 28.78499 72.948303 29.03583 73.269699 29.561661 73.397476 29.94277 73.588577 30.020281 73.798859 30.070551 73.971909 30.19499 73.934402 30.314159 73.856079 30.364719 73.906631 30.398609 74.216637 30.701099 74.568588 31.064159 74.628853 31.02527 74.663017 31.05888 74.67247 31.099159 74.537483 31.14222 74.530807 31.194441 74.639137 31.481661 74.58844 31.59803) #(91.659554 27.76511 91.666924 27.88888 91.65831 27.94805 91.338028 28.05249 91.314972 28.096661 91.108856 27.971109 91.015808 27.97777 90.896927 28.05055 90.382462 28.07972 90.396088 28.23555 90.366074 28.257771 89.996353 28.32333 89.83165 28.24888 89.58609 28.139999 89.35997 27.87166 89.225517 27.795 89.125793 27.56749 88.971077 27.47361 88.917877 27.321039) #(88.917877 27.321039 88.78331 27.438049 88.779694 27.48999 88.881348 27.842489 88.827187 28.01638 88.611633 28.11305 88.534126 28.02916 88.136093 27.94916 88.120506 27.90472 88.142357 27.86809) #(63.254169 27.018641 63.278591 27.121941 63.34193 27.12249 63.31776 27.169439 63.19804 27.267771 62.919708 27.214991 62.764709 27.27194 62.83971 27.47444 62.82193 27.760269 62.757771 28.000271 62.781368 28.266939 62.59248 28.233601 62.394711 28.421659 62.039711 28.500549 61.651371 28.785271 61.547581 28.98494) #(63.254169 27.018641 63.28693 26.8811 63.206379 26.84222 63.181099 26.633881 63.14027 26.635269) #(62.276669 26.354059 62.273319 26.42944 62.371368 26.54249 62.613602 26.57999 62.77248 26.649719 63.14027 26.635269) #(62.276669 26.354059 62.135818 26.380831 62.1236 26.318331 61.85804 26.234711 61.83276 26.17944 61.769428 25.809719 61.686371 25.794991 61.646931 25.30611 61.61097 25.193319) #(71.087128 24.686331 71.060516 24.72221 70.868584 25.172489 70.791351 25.23805 70.674408 25.416941 70.679688 25.511101 70.66275 25.701929 70.618301 25.714991 70.379143 25.67555 70.272202 25.71277 70.182457 25.834721 70.08609 25.99333 70.173859 26.24444 70.189407 26.51083 70.168297 26.556391 70.084976 26.594721 69.800797 26.59416 69.508873 26.750271 69.48497 26.811661 69.496628 26.875549 69.583313 27.178329 69.656631 27.23888 70.037483 27.6 70.083939 27.73613) #(71.087128 24.686331 70.999687 24.64444 70.976913 24.59639 71.006088 24.45805 71.105797 24.433331 71.098587 24.40889 70.941643 24.36916 70.862747 24.31027 70.885803 24.274441 70.784973 24.238319 70.644127 24.243601 70.579697 24.28722 70.593307 24.422211 70.545517 24.43194 70.381073 24.367769 70.120911 24.308531) #(69.696472 24.19438 69.598587 24.281389 69.422203 24.28833 69.228638 24.269939) #(69.696472 24.19438 70.027763 24.17277 70.071091 24.19721 70.120911 24.308531) #(98.59581 24.078051 98.761368 24.121941 98.889397 24.160669) #(98.59581 24.078051 98.220253 24.12582 98.040527 24.081671 97.649979 23.85166 97.536362 23.95055 97.57692 23.982771 97.749397 24.16361 97.727463 24.224991 97.759979 24.2575 97.741638 24.29027 97.664688 24.30611 97.665527 24.33778 97.716637 24.35277 97.70137 24.38555 97.530533 24.44138 97.568588 24.669439 97.55246 24.74305 97.624969 24.789709 97.790527 24.83972 97.797203 24.86305 97.736633 24.91888 97.723022 25.082491 97.846359 25.26833 97.873016 25.25861 97.906357 25.210831 97.941071 25.214161 98.069427 25.31444 98.171356 25.624439 98.326637 25.551661 98.385803 25.59638 98.391647 25.65666 98.535248 25.84861 98.631912 25.801109 98.665802 25.82638 98.715263 25.89666 98.655243 25.95388 98.568039 26.123051 98.602753 26.137489 98.664413 26.09833 98.709976 26.13472 98.728302 26.200001 98.665802 26.26055 98.77858 26.642771 98.739693 26.864161 98.760246 27.06999 98.705811 27.10388 98.733856 27.36305 98.699982 27.38833 98.704697 27.582491 98.66803 27.61944 98.589691 27.602221 98.551071 27.666941 98.428017 27.68638 98.426071 27.632771 98.397476 27.546379 98.346916 27.52833 98.309402 27.549999 98.166924 27.8836 98.207199 27.90444 98.195801 27.93055 98.130798 27.96916 98.157204 28.12027 98.130798 28.160549 98.009697 28.218599 98.01886 28.27833 97.898857 28.38138 97.796921 28.349159 97.700813 28.521111 97.631348 28.484159 97.574982 28.54694 97.548576 28.539989 97.464981 28.2925 97.410522 28.29249 97.349548 28.22267) #(68.196091 23.77334 68.290527 23.944441 68.330544 23.914709 68.361908 23.973881 68.747192 23.96999 68.745239 24.31638 68.757751 24.323601 68.824692 24.332781 68.838028 24.270269 68.870506 24.24194 68.886642 24.28944 68.92691 24.32555 68.994423 24.257771 69.080261 24.29722 69.189407 24.258051 69.228638 24.269939) #(114.4619 22.55916 114.3569 22.608049) #(114.3569 22.608049 114.22359 22.549334 114.22119 22.548855) #(114.22119 22.548855 114.03224 22.511158) #(114.03134 22.510466 114.03224 22.511158) #(103.9647 22.4988 103.8566 22.5811 103.6528 22.784) #(103.6528 22.784 103.563 22.69805 103.585 22.647209 103.5494 22.603319 103.3808 22.78194 103.3269 22.793051 103.2755 22.669161 103.18 22.624439 103.163 22.53805 103.0694 22.492769 103.0708 22.445271 103.0305 22.435551 102.9286 22.48193 102.8677 22.597771 102.6836 22.69083 102.5602 22.697491 102.5214 22.764999 102.4694 22.771379 102.3816 22.67083 102.415 22.632771 102.2644 22.484159 102.2508 22.41305 102.1797 22.428329 102.1405 22.395889) #(113.5606 22.210602 113.5589 22.211399 113.5569 22.211901 113.5553 22.2125 113.5533 22.2131 113.5514 22.2136 113.5494 22.214199 113.5472 22.214399 113.5453 22.214399 113.5431 22.214199 113.5411 22.2136 113.5394 22.2131 113.5378 22.2122 113.5361 22.2117 113.535 22.2106 113.5342 22.2089 113.5333 22.2075 113.5325 22.205799 113.5319 22.203899 113.5314 22.2019 113.5317 22.200001 113.5317 22.1978 113.5317 22.195601 113.5317 22.1933 113.5311 22.191099 113.5306 22.1894 113.53 22.187799 113.5297 22.185801 113.5294 22.183901 113.5289 22.1819 113.52873 22.181513) #(99.46553 22.13583 99.359413 22.09305 99.232468 22.114441 99.1633 22.16527 99.244957 22.317209 99.296921 22.40666 99.384697 22.509991 99.328033 22.74472 99.387192 22.78027 99.445511 22.949711 99.546631 22.91527 99.56636 22.938049 99.508324 23.086941 99.356354 23.134991 99.189407 23.102489 99.054962 23.13166 99.058853 23.1675 98.881348 23.188049 98.937737 23.31805 98.876907 23.333599 98.918579 23.364719 98.914688 23.417219 98.879959 23.483601 98.821373 23.48472 98.806633 23.554159 98.885803 23.613331 98.834412 23.69194 98.684692 23.81222 98.693024 23.934441 98.751648 23.9986 98.907204 24.12027 98.889397 24.160669) #(99.968231 22.05047 99.847473 22.02277 99.74913 22.07527 99.694122 22.041941 99.684402 22.07638 99.612747 22.09194 99.46553 22.13583) #(101.1222 21.76972 100.8903 21.685089) #(107.7828 21.667139 107.7039 21.62499 107.4858 21.597771 107.4872 21.641661 107.4539 21.658051 107.4028 21.617769 107.3633 21.60499 107.3014 21.7311 107.2119 21.711941 107.013 21.83499 107.0483 21.91444 107.0228 21.938601 106.7466 22.01527 106.6922 21.96582 106.6752 21.985821 106.6952 22.05722 106.6536 22.328609 106.578 22.3375 106.5614 22.364161 106.6072 22.606939 106.6355 22.615549 106.6803 22.572769 106.8216 22.80027 106.6794 22.875549 106.6425 22.8561 106.6061 22.90221 106.3369 22.853319 106.2516 22.871941 106.2272 22.953039 106.1464 22.98333 105.8725 22.910271 105.7619 23.02388 105.5703 23.06444 105.5544 23.160271 105.5175 23.18721 105.3233 23.37582 105.2405 23.26055 105.0644 23.23027 104.823 23.09972 104.8611 22.936661 104.7241 22.814989 104.5913 22.821659 104.3622 22.686661 104.2619 22.73777 104.2555 22.83194 104.1025 22.792219 104.0352 22.691099 104.0169 22.547211 103.9647 22.4988) #(101.1518 21.57086 101.1222 21.76972) #(107.9861 21.542641 107.9166 21.588881 107.7828 21.667139) #(100.8903 21.685089 100.72 21.509991 100.5602 21.45138 100.4588 21.486919) #(100.2132 21.43256 100.3889 21.536381 100.4588 21.486919) #(100.2132 21.43256 100.1622 21.468321 100.1061 21.58333 100.1489 21.63916 100.1361 21.68527 99.986359 21.709431 99.968307 21.768881 99.968231 22.05047) #(102.1405 22.395889 102.1058 22.43749 101.9947 22.448601 101.8947 22.384159 101.8661 22.39027 101.8233 22.46693 101.7689 22.50083 101.6894 22.47027 101.6352 22.305269 101.57 22.27916 101.6139 22.028879 101.7847 21.824989 101.7525 21.72444 101.8289 21.63055 101.7997 21.58416 101.7405 21.31361 101.8511 21.245541 101.7847 21.142771 101.7175 21.14805 101.6055 21.182211 101.605 21.234989 101.2819 21.180269 101.2344 21.25639 101.2653 21.37611 101.1936 21.412769 101.2089 21.558611 101.1518 21.57086) #(-33.0 83.124741 -33.334179 83.149406 -33.48307 83.142197 -33.0 83.116943) #(-33.0 83.622757 -32.233891 83.611923 -32.301392 83.589706 -32.277229 83.568047 -30.215 83.596077 -29.254999 83.529137 -29.25556 83.498047 -29.1 83.477478 -29.021669 83.507217 -28.543329 83.504967 -28.529169 83.482193 -28.920561 83.467758 -28.602501 83.416092 -28.15 83.432747 -28.43778 83.459427 -28.293329 83.465271 -27.38195 83.463867 -26.1 83.369713 -25.67028 83.298859 -25.67223 83.277496 -26.039169 83.20665 -27.13611 83.141098 -29.344721 83.175537 -30.461109 83.156372 -30.840839 83.111366 -32.022221 83.052467 -33.0 83.124741) #(-33.0 83.116943 -32.882778 83.110809 -32.498341 83.057747 -32.684448 83.020554 -33.0 83.00769) #(-43.99873 83.199768 -42.88863 83.208862 -42.695011 83.274429 -41.976959 83.221359 -41.705841 83.171661 -41.897228 83.093307 -41.536129 83.127762 -40.47723 82.963318 -39.480839 82.959976 -39.00779 82.897476 -39.01918 82.863586 -38.905849 82.815811 -38.670292 82.782204 -38.63612 82.746643 -38.551399 82.750809 -38.480839 82.828308 -38.696678 82.821907 -38.776951 82.851089 -38.783352 82.897202 -38.827229 82.917763 -39.137508 82.971657 -39.118351 82.993317 -38.914459 83.011093 -37.575008 83.022476 -38.759178 83.046082 -38.612789 83.08136 -37.416679 83.144699 -37.547508 83.15831 -37.577789 83.170258 -38.527241 83.197197 -38.860008 83.2547 -38.728352 83.281372 -38.82362 83.344971 -38.742512 83.392471 -38.840012 83.409416 -38.79945 83.433296 -37.796398 83.359154 -37.752239 83.377762 -38.058899 83.431374 -37.920292 83.458038 -37.963348 83.480797 -37.910011 83.491364 -37.529171 83.496918 -36.485569 83.362198 -36.41724 83.371094 -36.692791 83.412483 -36.498901 83.438309 -36.904171 83.490807 -36.751122 83.496094 -36.810009 83.514137 -36.67223 83.536926 -36.082512 83.554138 -35.23473 83.534698 -34.68251 83.598862 -34.480011 83.542763 -34.440571 83.587479 -34.326679 83.593307 -34.282791 83.548859 -33.85918 83.453583 -33.745289 83.485809 -34.077511 83.550812 -34.070011 83.570251 -33.900009 83.592484 -33.01918 83.623032 -33.0 83.622757) #(-33.0 83.00769 -35.29668 82.886368 -35.551399 82.76442 -35.525291 82.747757 -35.375851 82.746094 -35.430012 82.780258 -35.26363 82.820251 -35.30751 82.844711 -35.24279 82.856644 -34.717381 82.890953 -33.89806 82.899406 -33.811401 82.859421 -33.80751 82.826103 -33.912231 82.802467 -33.881962 82.788857 -33.69862 82.824417 -33.684181 82.842758 -33.732231 82.888603 -33.728901 82.913063 -33.537231 82.945251 -33.001122 82.971916 -32.99987 82.974586) #(-32.99987 82.974586 -31.84306 82.9897 -31.719721 82.968033 -31.709169 82.931381 -31.59333 82.937469 -31.565281 82.986359 -31.43528 83.008591 -30.00972 83.127472 -29.33806 83.132767 -28.33806 83.086113 -26.665279 83.060806 -25.18861 83.163307 -24.98473 83.151642 -24.841669 83.108307 -24.987221 83.080544 -24.93084 83.047203 -24.77306 83.018044 -24.7675 82.988861 -25.13389 82.892197 -25.132231 82.855263 -25.664721 82.780807 -23.993059 82.911636 -23.841391 82.892487 -24.027229 82.859703 -23.907221 82.816093 -23.88611 82.786926 -24.022499 82.757202 -23.76833 82.778313 -23.688061 82.832199 -23.26 82.839142 -23.11611 82.790253 -22.66028 82.769699 -22.65 82.80304 -22.01708 82.711578) #(-45.138901 82.072479 -44.77557 82.078308 -44.73724 82.09581 -45.067509 82.216637 -44.865292 82.284416 -44.63834 82.314423 -44.4189 82.366089 -44.4389 82.396927 -44.995571 82.510529 -46.157791 82.659698 -46.675011 82.676086 -47.55946 82.64415 -47.74918 82.624969 -47.226959 82.508324 -47.022511 82.426933 -46.88612 82.360809 -45.385841 82.173309 -45.138901 82.072479) #(-51.69862 81.970543 -51.23695 81.982483 -51.41695 82.049973 -52.515011 82.209137 -52.599461 82.258591 -52.56057 82.269699 -52.594181 82.284149 -53.030289 82.329697 -53.168072 82.317467 -53.327511 82.266373 -53.345291 82.199142 -53.213902 82.115807 -53.06723 82.094147 -51.69862 81.970543) #(-22.01708 82.711578 -21.314449 82.608032 -21.39889 82.556091 -22.307779 82.421082 -22.21611 82.399406 -22.225281 82.375809 -22.481951 82.330811 -23.00861 82.291641 -23.831671 82.285248 -24.60556 82.188309 -25.10778 82.152206 -28.01111 82.186081 -29.28334 82.136368 -30.63586 82.190323 -30.855829 82.197479 -30.45583 82.175827 -30.051109 82.141922 -29.933889 82.101357 -32.182499 81.916092 -32.99987 81.821411) #(-32.99987 81.821411 -33.04945 81.818863 -33.017231 81.798576 -33.098339 81.773857 -33.000011 81.761353) #(59.159721 81.728867 59.375549 81.764137 59.331379 81.785538 59.437771 81.81665 59.421661 81.827187 59.164989 81.851929 58.627491 81.840813 57.938332 81.796654 58.14666 81.770248 57.908878 81.730263 59.159721 81.728867) #(-33.000011 81.761353 -33.000011 81.714157) #(-33.000011 81.714157 -33.05196 81.679138 -33.032791 81.659698 -32.99987 81.658798) #(63.506939 81.583862 63.746658 81.623032 63.802769 81.653313 63.78249 81.669418 63.639431 81.697746 63.255829 81.720543 62.714161 81.69664 62.716942 81.720261 62.165131 81.685822 62.726391 81.61026 63.506939 81.583862) #(-55.982281 82.263184 -55.28307 82.242477 -55.33807 82.218582 -55.113621 82.156647 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82.352753 -84.940582 82.431923 -84.631683 82.440262 -84.662804 82.468582 -85.09613 82.481644 -85.819748 82.454422 -85.905029 82.424973 -85.501419 82.398857 -85.537247 82.345261 -85.420303 82.344971 -85.481689 82.313583 -85.367798 82.291092 -85.414177 82.276093 -86.871964 82.207748 -86.869461 82.195251 -86.752518 82.141083 -86.600594 82.121368 -84.932533 82.019417 -84.751694 81.984703 -84.621689 81.899406 -84.656418 81.887756 -84.811974 81.927467 -84.816971 81.97081 -84.859192 81.98526 -85.038643 81.994141 -85.049187 81.974426 -85.217529 81.995529 -85.608078 82.000259 -85.732239 81.983307 -85.386124 81.874969 -85.422523 81.857483 -85.960571 82.007477 -86.315308 82.0522 -86.892517 82.054138 -87.00975 82.030533 -86.842796 81.987198 -87.045029 81.98497 -87.127243 81.963867 -86.835022 81.92775 -86.726967 81.891922 -86.804176 81.893044 -87.314468 81.973862 -87.173363 82.011093 -87.196136 82.026367 -87.462799 82.080544 -88.075577 82.10498 -88.625847 82.062759 -89.054466 81.987473 -88.989754 81.921082 -89.075027 81.911636 -89.249741 81.941093 -89.398071 81.930817 -89.397797 81.909416 -89.170303 81.895813 -89.153923 81.878593 -89.333076 81.827187 -89.318077 81.790817 -89.63002 81.856369 -89.735023 81.900818 -89.783363 81.917213 -91.051697 81.828873 -91.152527 81.798027 -91.034737 81.76387 -91.50975 81.764977 -91.761139 81.681923 -91.902252 81.666924 -91.938919 81.655258 -91.444473 81.583588 -91.446693 81.524406 -90.964737 81.562469 -91.003357 81.592194 -90.991127 81.616089 -90.678909 81.668869 -90.293083 81.641373 -90.355583 81.673576 -90.353363 81.690536 -90.271408 81.697479 -90.094193 81.650818 -89.601967 81.627762 -89.632523 81.604713 -90.824463 81.459976 -90.841423 81.435532 -90.535858 81.376923 -90.398643 81.368591 -89.54863 81.477203 -88.306686 81.58136 -87.292664 81.503952) #(56.519169 81.163857 57.109989 81.253593 57.78944 81.274696 57.891102 81.295532 57.024151 81.376373 56.333889 81.382202 56.38776 81.321907 56.57943 81.268311 56.531658 81.254433 56.158611 81.287483 55.46611 81.319702 55.537498 81.294418 55.43166 81.271637 55.610279 81.271637 55.55637 81.219131 55.89193 81.189148 56.23 81.223587 56.38361 81.207474 56.390549 81.17276 56.519169 81.163857) #(-70.024719 81.102226 -69.638077 81.177467 -70.050858 81.161636 -70.206703 81.179703 -68.990021 81.261368 -66.608627 81.512756 -66.791412 81.540817 -67.182533 81.564697 -68.091957 81.529137 -68.738907 81.528313 -68.849182 81.549149 -68.373627 81.53775 -68.449188 81.570824 -69.241409 81.699692 -69.291412 81.718872 -69.14003 81.708862 -68.330582 81.568588 -68.156693 81.561081 -67.716423 81.594421 -66.172523 81.618027 -66.025017 81.65303 -65.871964 81.627197 -65.429176 81.670807 -65.352524 81.691933 -65.991409 81.682747 -66.012527 81.696907 -65.631683 81.702477 -65.344467 81.743874 -65.332237 81.761093 -64.463074 81.721359 -64.180573 81.746368 -64.123917 81.768311 -63.849731 81.801086 -62.279171 82.015823 -61.87001 82.106644 -61.388069 82.183296 -61.135841 82.247482 -61.076401 82.320824 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-69.664467 83.070824 -69.701973 83.110527 -70.373917 83.113327 -71.238907 83.060547 -71.497528 83.007202 -70.857803 82.897202 -70.871689 82.881088 -71.370033 82.918869 -71.778641 83.001648 -71.79335 83.020538 -71.618362 83.079971 -71.65419 83.097748 -72.685577 83.092758 -73.619461 82.941093 -73.633636 82.918587 -73.430573 82.893593 -73.35585 82.838593 -72.983917 82.783859 -72.498917 82.718307 -72.672523 82.698593 -73.817787 82.852753 -73.99086 82.933868 -74.436127 83.027206 -76.028923 83.054428 -76.425583 83.019417 -77.252518 83.025253 -77.385567 82.983032 -76.37558 82.789139 -75.97641 82.784698 -76.309464 82.752762 -76.300018 82.7397 -76.206413 82.708313 -75.434738 82.623871 -75.420303 82.606918 -76.23085 82.444702 -76.259628 82.46727) #(90.844971 81.058594 89.959427 81.107193 89.893593 81.168587 90.067963 81.208801 90.874687 81.23053 91.469704 81.187469 91.574692 81.129967 91.250259 81.063026 90.844971 81.058594) #(60.914162 80.915253 61.143608 80.929428 61.608059 81.035538 61.69416 81.109154 61.239719 81.122192 60.660271 81.092758 60.060009 81.002441 60.02499 80.991638 60.10305 80.974701 60.914162 80.915253) #(57.73666 80.846077 57.8661 80.854141 58.26722 80.924973 57.727211 80.97525 57.64777 81.021362 56.67194 81.10553 56.104481 81.103027 56.909431 81.009697 56.938332 80.964417 57.20554 80.945534 57.22583 80.923027 57.226391 80.899696 57.73666 80.846077) #(79.030807 80.813873 78.972748 80.837479 78.986649 80.864433 79.217697 80.954712 80.434143 80.934418 80.409698 80.87915 80.266083 80.847748 79.769417 80.814697 79.030807 80.813873) #(54.84111 80.719704 55.445271 80.757202 55.977219 80.801361 55.171101 80.892471 54.961109 80.884697 54.82222 80.830261 54.261669 80.856918 54.004711 80.826721 53.976101 80.805527 54.103611 80.777481 54.673882 80.775818 54.68639 80.758591 54.84111 80.719704) #(57.01778 80.694427 57.193329 80.697479 57.704159 80.779694 57.71611 80.798027 57.508331 80.839142 56.855831 80.892761 56.674999 80.929703 56.599998 80.978317 56.04916 81.039429 55.483601 81.010803 54.690281 81.123581 54.609161 81.110527 54.42947 81.024193 54.659161 80.988861 54.812771 81.003311 54.98444 80.949692 55.38805 80.961906 55.403881 80.921371 55.577221 80.886917 56.681389 80.798576 57.01778 80.694427) #(63.21249 80.681641 64.615257 80.758324 65.464417 80.922203 65.468323 80.939423 65.303307 80.993591 65.452499 81.027763 65.238586 81.133034 64.992767 81.169693 64.550262 81.195824 64.245796 81.159698 64.119431 81.086906 64.216087 81.055817 64.148041 81.002197 63.973331 80.974701 63.244999 80.973587 62.557449 80.844131 62.509159 80.806923 63.21249 80.681641) #(56.380829 80.617752 56.935551 80.662483 56.948608 80.692749 56.711391 80.749687 56.33749 80.774979 55.500309 80.723312 55.70805 80.694427 55.599709 80.659149 55.684719 80.648033 56.308331 80.646637 56.380829 80.617752) #(-32.99987 81.658798 -32.933331 81.662201 -32.351669 81.743874 -31.627501 81.83136 -29.70195 81.941383 -29.707781 81.924423 -29.759171 81.870537 -29.618059 81.870529 -29.430559 81.921371 -29.487221 81.9422 -29.38361 81.958038 -28.341669 82.008591 -25.23889 81.996368 -25.202499 81.983582 -25.29361 81.933029 -25.24028 81.899147 -25.246111 81.820824 -25.35722 81.765808 -25.904169 81.683037 -27.154169 81.54248 -27.62611 81.491928 -27.619169 81.474983 -27.5175 81.454422 -27.252781 81.454422 -27.210831 81.423317 -27.24695 81.395538 -26.063339 81.534416 -24.922501 81.693863 -24.29389 81.706917 -24.102501 81.76886 -24.136391 81.819427 -24.07139 81.913879 -24.120001 81.947746 -24.026951 82.006088 -23.61389 82.045807 -22.62389 82.074417 -22.250561 82.073608 -22.01722 81.933029 -21.964729 81.756363 -22.198891 81.483871 -22.584999 81.317749 -22.97056 81.285538 -22.76222 81.261642 -23.007231 81.206093 -22.95472 81.180817 -23.92083 80.877197 -23.84417 80.838867 -23.87611 80.812759 -23.80361 80.806641 -23.990561 80.724716 -24.43222 80.67804 -24.172501 80.691093 -24.062229 80.683029 -24.538891 80.560257 -24.53945 80.544983 -24.38195 80.548859 -23.67223 80.71666 -23.71945 80.762192 -23.51667 80.802467 -23.50333 80.823303 -23.56889 80.856918 -23.55945 80.88942 -23.26528 80.906372 -22.745001 80.99942 -22.745001 81.039139 -21.46278 81.343033 -21.444731 81.404419 -20.733061 81.586647 -19.91028 81.674698 -20.10083 81.617477 -20.19083 81.631378 -20.2575 81.612762 -20.216949 81.56192 -20.28417 81.471649 -20.253059 81.419144 -19.46361 81.564423 -18.97389 81.541924 -18.87611 81.473862 -18.794451 81.482193 -18.763611 81.524139 -18.69611 81.527206 -18.39584 81.449142 -17.967779 81.475807 -18.06583 81.502472 -18.041389 81.54248 -18.156389 81.565536 -18.17445 81.582748 -17.803341 81.550262 -17.60973 81.607758 -17.84584 81.625809 -17.92778 81.672203 -17.85195 81.689148 -17.831949 81.715263 -17.817499 81.737473 -17.273331 81.70137 -17.54167 81.749977 -17.46806 81.797203 -17.52417 81.836357 -17.48278 81.864433 -16.91584 81.856087 -16.839729 81.873032 -16.909731 81.905258 -16.70056 81.931923 -14.76833 81.918297 -12.89639 81.747208 -12.15528 81.603317 -12.38778 81.522476 -13.13417 81.398033 -13.23889 81.347473 -13.22 81.322197 -13.54528 81.299973 -13.70139 81.257217 -13.65861 81.234421 -14.16083 81.12886 -14.6275 81.133881 -15.07139 81.098587 -15.135 81.077477 -14.94103 81.000633) #(-87.292664 81.503952 -87.276962 81.485809 -87.984467 81.535812 -88.716141 81.513031 -88.932533 81.480797 -88.823349 81.453583 -89.940582 81.333313 -89.917252 81.314423 -89.655853 81.28804 -88.949738 81.253593 -88.982529 81.241928 -90.043327 81.239433 -90.311974 81.186653 -90.347519 81.161636 -90.198067 81.069702 -90.011963 81.033043 -89.629471 81.00914 -86.517242 81.11998 -85.768631 81.244713 -84.998077 81.306923 -84.74614 81.289429 -84.776138 81.266083 -85.887802 81.118874 -85.839188 81.075256 -86.75502 81.001083 -88.20697 81.002472 -88.905853 80.977753 -89.462517 80.919144 -89.450577 80.903313 -89.290863 80.849426 -87.594742 80.628593 -87.271408 80.630249 -86.309738 80.940811 -85.606689 81.054977 -85.250313 81.055252 -83.150017 81.151367 -82.523071 81.166367 -84.496964 81.041092 -84.991409 81.040253 -85.774193 80.948868 -86.660294 80.666092 -86.739197 80.597473 -86.551407 80.573593 -86.011963 80.53331 -85.694748 80.613586 -85.57196 80.61525 -85.857803 80.543297 -84.313629 80.513603 -83.840584 80.545532 -83.77919 80.570824 -83.723358 80.64386 -83.836411 80.719704 -83.829742 80.731918 -83.493362 80.78775 -83.158363 80.833588 -83.133072 80.818863 -83.569473 80.739151 -83.488907 80.699417 -83.143913 80.698593 -81.943909 80.833038 -81.763077 80.810806 -82.025299 80.746643 -83.078079 80.644974 -83.156418 80.606644 -83.170303 80.564148 -83.128891 80.544144 -82.799187 80.539429 -81.065857 80.644699 -79.618073 80.819427 -79.165298 80.966637 -79.164749 80.983032 -79.343918 80.998306 -79.255287 81.058868 -79.142242 81.069138 -79.073639 81.090813 -79.435303 81.169418 -79.486397 81.194977 -78.916962 81.098038 -78.690857 81.119423 -78.754471 81.135803 -78.72113 81.172203 -78.652527 81.197197 -77.896133 81.335533 -76.777802 81.444427 -76.76503 81.428589 -78.472794 81.15831 -78.406418 81.144974 -78.426407 81.120796 -78.800018 81.026367 -78.930573 80.981918 -78.874474 80.949692 -78.861687 80.911087 -78.930023 80.887192 -78.869751 80.852203 -78.190582 80.888313 -76.986969 80.890259 -76.49086 80.874969 -76.591141 80.842758 -78.198639 80.796921 -79.934464 80.619423 -79.863632 80.603027 -78.416687 80.608032 -78.025726 80.581787) #(46.08416 80.43692 46.52861 80.471916 46.511669 80.489967 46.5275 80.520248 46.68222 80.517471 46.648609 80.556374 47.005829 80.551651 47.16666 80.625809 47.423611 80.588867 47.44305 80.606644 47.310829 80.645538 47.37722 80.68248 47.57111 80.675262 47.477219 80.728592 47.58028 80.747192 47.77972 80.762482 47.92194 80.705544 48.52166 80.626648 48.75972 80.621094 48.754169 80.657761 48.46278 80.714981 48.49638 80.741364 48.638329 80.745247 48.284721 80.825813 47.464722 80.854713 47.09166 80.824982 47.194721 80.796082 46.999439 80.753311 44.9655 80.627121 45.573051 80.51886 46.036381 80.572197 46.083611 80.551086 46.01749 80.494423 46.039989 80.445824 46.08416 80.43692) #(61.066101 80.403587 61.606941 80.526917 61.704151 80.593033 61.939159 80.60025 62.14555 80.632751 62.038059 80.662483 62.21888 80.718872 62.285259 80.768044 62.25526 80.789703 62.046101 80.878593 61.561939 80.885803 61.040272 80.825813 59.96999 80.808868 60.254711 80.834702 60.078892 80.85025 59.50666 80.802467 59.572208 80.776917 59.369999 80.734421 59.220829 80.642761 59.372211 80.558296 59.31337 80.541367 59.659431 80.422203 59.945541 80.438026 60.249149 80.494423 61.066101 80.403587) #(53.492771 80.172203 53.6161 80.241364 53.724159 80.217484 53.859718 80.249977 53.852489 80.27359 53.433331 80.330261 53.317768 80.376648 53.271111 80.409698 52.900829 80.406647 52.680271 80.350807 52.714439 80.329147 52.703049 80.313583 52.181389 80.271927 52.318909 80.218582 53.492771 80.172203) #(58.01749 80.104141 57.929989 80.15831 58.01944 80.200256 58.435829 80.168587 58.452499 80.199142 58.46249 80.229141 58.09277 80.243591 58.13361 80.275253 58.432499 80.318314 58.901371 80.325531 59.276371 80.334137 59.198601 80.371094 58.879169 80.424698 57.78249 80.493027 56.946388 80.474426 57.273331 80.386642 57.194439 80.357193 57.270271 80.260803 57.220829 80.234154 57.29916 80.203308 57.271938 80.166092 57.634972 80.110519 58.01749 80.104141) #(31.900829 80.079697 33.624439 80.206917 33.624989 80.217758 33.317211 80.243027 33.094719 80.22081 31.49361 80.110809 31.44944 80.085823 31.900829 80.079697) #(56.007221 80.070251 57.024441 80.071091 57.139721 80.10553 57.041111 80.15303 57.156101 80.198303 57.094719 80.224136 57.127781 80.315262 57.049431 80.352203 56.724991 80.3647 56.569721 80.321907 56.18972 80.349701 55.969719 80.323868 55.98888 80.28331 55.95472 80.257202 56.04388 80.191093 55.802792 80.127113 55.713612 80.101089 56.007221 80.070251) #(47.65416 80.067467 48.033039 80.088867 48.060829 80.119141 48.203609 80.132751 48.374161 80.087196 48.50222 80.118317 48.548882 80.152481 48.51944 80.174973 48.56638 80.199142 48.79805 80.149979 49.086109 80.169418 49.10194 80.194427 48.97583 80.207474 49.035831 80.239967 48.91888 80.279984 48.669998 80.279137 48.63166 80.307213 48.814991 80.346916 48.79166 80.36998 48.9025 80.382751 49.46278 80.361649 49.67889 80.376373 49.82333 80.414139 49.696388 80.465813 49.752769 80.487473 50.949711 80.535248 51.728882 80.680527 51.745548 80.718033 51.26722 80.785248 50.31638 80.715263 50.294998 80.756638 51.018879 80.833313 51.035549 80.851639 50.808609 80.916641 50.133049 80.846649 50.016941 80.8647 50.439159 80.909698 50.184441 80.92247 49.005001 80.774979 49.109718 80.766083 48.96666 80.737473 49.021111 80.711906 49.681381 80.717484 49.613609 80.683868 49.658611 80.640533 49.28722 80.639137 49.298611 80.627762 49.40749 80.611649 49.38472 80.59137 49.175549 80.5522 49.192211 80.521362 48.528332 80.509979 48.567768 80.536926 48.39444 80.56636 48.183331 80.526367 48.040279 80.54303 47.445 80.466087 47.395828 80.445824 48.122219 80.467484 48.223049 80.417213 47.618889 80.400818 47.669441 80.367477 48.153881 80.338867 48.127781 80.325256 47.203331 80.306091 47.14278 80.363861 47.011108 80.367203 46.637772 80.305527 46.640549 80.279694 46.902771 80.227203 46.890831 80.207199 46.971378 80.176361 47.384991 80.184418 47.34111 80.210823 47.453609 80.234703 47.92416 80.242477 47.963329 80.226929 47.843609 80.207748 48.0825 80.194702 47.755001 80.168587 47.637199 80.097473 47.619999 80.093582 47.65416 80.067467) #(-19.94083 80.056923 -19.08556 80.150818 -19.477221 80.242752 -19.724449 80.244713 -19.87056 80.211929 -20.012779 80.092758 -19.94083 80.056923) #(-63.787739 80.147163 -64.144203 80.155807 -64.203079 80.186371 -64.172523 80.247482 -64.255287 80.240807 -64.333359 80.141083 -64.528923 80.091637 -64.966423 80.062759 -65.285019 80.103027 -65.549469 80.039978 -66.06752 80.015808 -66.44252 80.1147 -66.73085 80.064148 -67.081703 80.066093 -67.081131 80.103867 -67.494751 80.195534 -67.445297 80.209427 -67.521683 80.267197 -67.46225 80.299149 -67.469467 80.320251 -67.434464 80.344971 -66.708633 80.487762 -66.778641 80.520538 -66.716141 80.554977 -66.511139 80.563026 -65.986687 80.669983 -65.698349 80.711357 -65.075027 80.790253 -64.985023 80.844421 -65.021133 80.862473 -64.992798 80.894974 -64.734467 80.91275 -64.795029 80.956093 -64.761139 80.988312 -63.92807 81.054428 -63.70668 81.13942 -63.574181 81.144974 -63.47224 81.115807 -63.371681 81.005539 -62.794731 80.751083 -62.73695 80.777763 -63.19862 80.955544 -63.362789 81.127197 -63.355289 81.163589 -62.974731 81.223312 -62.240292 81.198593 -61.515011 81.068039 -60.892231 81.165527 -61.039459 81.198868 -61.200569 81.296082 -61.158352 81.313026 -61.243061 81.330261 -61.308338 81.35997 -60.78862 81.473862 -60.79224 81.513603 -61.371681 81.688873 -61.452511 81.753036 -61.40279 81.77887 -61.218349 81.818039 -60.062511 81.944702 -58.817791 81.851089 -58.663349 81.767197 -58.761959 81.733871 -58.70779 81.690536 -58.430561 81.641647 -57.623901 81.581093 -57.52306 81.531921 -56.52029 81.331093 -56.44973 81.342484 -56.623901 81.399696 -56.999889 81.450882 -57.091671 81.472748 -57.528339 81.603317 -58.138069 81.663589 -58.360008 81.763313 -58.45863 81.857193 -58.56612 81.888603 -59.41029 81.976639 -59.466961 81.996918 -56.586681 82.227753 -56.42445 82.22081 -56.325569 82.168297 -56.263069 82.163857 -56.13306 82.232193 -55.982281 82.263184) #(93.678307 79.994141 93.200813 80.06192 92.061653 80.170258 92.205811 80.203033 92.766083 80.162483 92.881638 80.175537 92.128311 80.273323 92.136093 80.287483 93.318863 80.272476 93.101089 80.314697 91.529137 80.28804 91.639977 80.311081 91.464142 80.299149 91.420258 80.314972 91.704147 80.388603 92.26387 80.394974 91.943588 80.443588 91.911087 80.462196 92.78331 80.518593 92.816933 80.578873 92.778587 80.602478 93.325531 80.805817 93.120247 80.772476 92.493874 80.75386 92.496643 80.774406 92.668869 80.828308 92.694138 80.882751 93.148857 80.92247 93.161636 80.948029 93.068039 80.971649 93.151093 81.0047 94.825256 81.127197 95.167213 81.212479 95.54747 81.217758 95.034973 81.242752 95.122192 81.270813 95.594971 81.289703 96.549423 81.07637 96.541367 81.02359 96.728592 81.00386 96.648323 80.97998 96.954147 80.905533 97.781372 80.818863 97.744423 80.794418 97.822479 80.784416 97.872192 80.757477 97.746643 80.738037 97.9272 80.731087 97.963593 80.70137 97.702477 80.661087 97.28775 80.659149 97.300537 80.671654 97.152206 80.651642 97.177467 80.62886 97.045258 80.580544 97.019417 80.521362 97.211906 80.415527 97.185257 80.379433 97.219971 80.342484 97.415253 80.323303 97.418587 80.30304 97.197197 80.233871 95.929977 80.212196 95.073029 80.136368 94.523857 80.126373 94.391083 80.073303 93.678307 79.994141) #(59.364712 79.914429 59.92416 79.99025 59.843601 80.038857 59.82526 80.078873 59.670559 80.099983 59.353611 80.112198 58.90583 80.057213 58.759159 80.022751 58.799709 80.006622 59.364712 79.914429) #(-98.797241 79.673576 -98.648621 79.783577 -98.650009 79.818039 -98.77919 79.902763 -98.706123 79.965813 -98.785583 80.021637 -99.11058 80.130539 -99.732788 80.150528 -100.0656 80.089981 -100.1925 80.02803 -100.1278 79.961906 -100.1706 79.921921 -100.0703 79.876923 -99.525284 79.883591 -99.295837 79.833313 -99.333618 79.80304 -99.301392 79.7547 -98.936401 79.719704 -98.866127 79.690811 -98.797241 79.673576) #(92.554703 79.659973 92.176361 79.664139 91.950813 79.695251 91.97998 79.717194 92.329147 79.714417 92.339142 79.740807 92.095261 79.80748 91.499153 79.810532 91.057213 79.853592 91.06665 79.87442 91.290817 79.906372 91.276642 79.924973 91.01886 79.960533 91.166367 79.982193 91.184982 80.002762 91.111923 80.043587 91.086639 80.048576 93.029419 80.009979 93.789429 79.906921 93.750259 79.855797 93.358307 79.769699 92.554703 79.659973) #(76.642761 79.481918 76.703873 79.50914 76.617691 79.543533 76.153313 79.569427 76.04303 79.627472 76.054977 79.646927 76.137482 79.657204 76.277763 79.643593 76.170532 79.636917 76.261368 79.598862 76.52887 79.637192 77.610809 79.51915 77.556641 79.492203 76.642761 79.481918) #(-77.926933 79.36734 -77.15863 79.329147 -77.353912 79.42247 -77.386139 79.452759 -77.125847 79.462479 -77.076401 79.398323 -76.870033 79.349426 -76.123627 79.331093 -75.881973 79.353317 -76.169189 79.400253 -76.159187 79.436081 -76.179176 79.459702 -77.13446 79.49025 -77.191406 79.511093 -77.142517 79.54747 -76.176132 79.488861 -75.931412 79.423576 -75.81752 79.448303 -75.786133 79.415253 -75.144203 79.375259 -74.935013 79.385246 -74.88446 79.416092 -75.060303 79.490807 -74.964752 79.513031 -74.933907 79.491089 -74.544189 79.438026 -73.983353 79.455544 -73.950302 79.493874 -73.996964 79.535538 -73.988907 79.551933 -73.916412 79.552467 -73.780029 79.503036 -73.616409 79.496918 -73.224747 79.524979 -73.126129 79.558296 -73.174469 79.651642 -73.295578 79.688583 -73.368073 79.76886 -74.699463 79.792763 -74.833359 79.849136 -74.080582 79.888031 -73.06308 79.799423 -72.912804 79.702187 -72.217796 79.659973 -71.116676 79.789703 -70.910294 79.885803 -71.110023 79.915253 -71.39447 79.884979 -71.460571 79.901367 -71.372803 79.939148 -70.719467 79.986359 -70.488632 80.057213 -70.507797 80.099701 -70.762802 80.133324 -72.169739 80.053307 -72.391968 80.085533 -71.926407 80.099983 -71.896973 80.11554 -72.420853 80.21109 -72.294456 80.223312 -71.732239 80.111923 -71.463074 80.118027 -70.745033 80.205811 -70.178627 80.189148 -69.99086 80.243317 -69.991127 80.26886 -70.448639 80.340263 -70.382523 80.41304 -70.813347 80.544983 -70.783363 80.563026 -70.499474 80.51387 -70.220306 80.416924 -70.305573 80.356087 -70.118362 80.344704 -69.596413 80.361076 -69.305573 80.418297 -69.273071 80.463867 -68.89003 80.597473 -68.787804 80.632477 -68.668907 80.673859 -67.653923 80.856369 -67.531128 80.897476 -67.567787 80.908577 -67.59169 80.933029 -67.208633 80.941933 -66.545029 81.070534 -66.438347 81.123596 -65.98085 81.223862 -65.441406 81.256363 -64.646133 81.396637 -64.436417 81.479424 -64.537804 81.543587 -64.893913 81.53775 -66.068359 81.457748 -69.463364 81.183029 -69.660294 81.135246 -70.024719 81.102226) #(-94.342133 81.109238 -93.908363 81.039429 -94.40863 80.96553 -94.508072 80.979424 -94.465302 81.015533 -94.905029 81.05748 -95.241127 81.006088 -95.28363 80.949982 -95.460564 80.909698 -95.468918 80.890259 -95.150848 80.881088 -95.526688 80.833313 -95.501129 80.806923 -95.282806 80.786087 -94.925293 80.814697 -94.857803 80.801361 -95.035858 80.768311 -94.140297 80.721916 -94.088364 80.701637 -94.650299 80.681374 -94.669724 80.657761 -94.54335 80.599701 -94.364754 80.613586 -93.810852 80.541367 -93.866966 80.518311 -94.771973 80.561371 -94.995033 80.603027 -96.006958 80.582748 -96.020859 80.567467 -95.904167 80.539139 -96.087509 80.48526 -95.498917 80.383873 -95.467796 80.358032 -95.460571 80.336906 -96.047813 80.389977 -96.281113 80.361923 -96.232529 80.334702 -96.592239 80.362762 -96.681953 80.342194 -96.464752 80.313026 -96.566406 80.272202 -95.922523 80.194138 -95.646133 80.2397 -95.496964 80.219421 -95.692497 80.181091 -95.632797 80.164139 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79.717758 26.531111 79.748306 27.14222 79.853592 27.240829 79.898857 27.23889 79.915817 27.10111 79.967484 27.23666 80.09581 26.96722 80.127197 26.598049 80.184692 25.705 80.168869 25.774719 80.213867 25.54361 80.234421 25.26778 80.223312 25.225559 80.247757 25.351669 80.274979 24.77972 80.246643 24.89167 80.318314 24.851669 80.341919 24.532499 80.253593 24.460831 80.267761 24.5975 80.314423 24.347771 80.367752 24.17222 80.359154 24.18222 80.336357 24.39666 80.323868 24.37583 80.31192 23.73472 80.294418 23.73 80.227203 23.830549 80.188309 23.557501 80.128593 23.48917 80.154694 23.476669 80.205811 23.39027 80.1922 23.406389 80.170258 23.396111 80.137756 23.08639 80.167213 23.156389 80.145813 23.21583 80.113586 23.08 80.124153 22.99972 80.156082 23.047501 80.24498 23.308331 80.28331 23.3475 80.341919 23.199169 80.351357 23.136391 80.390259 23.31778 80.406372 22.828051 80.513313 22.74778 80.503311 22.8325 80.430817 22.719721 80.337196 22.71694 80.324982 22.61611 80.350807 22.67944 80.42276 22.385 80.423576 22.335831 80.370796 22.34972 80.348312 22.549999 80.313026 22.572781 80.291641 22.45528 80.264977 22.37611 80.103592 22.46611 80.06665 22.452499 80.055252 22.375 80.068314 22.352501 80.055527 22.475559 80.011093 22.32111 80.032204 22.365 80.007477 22.339161 79.990807 22.205 79.982483 22.2225 80.00415 22.12472 80.08136 21.79805 80.146927 21.606939 80.113312 21.61916 80.129433 21.89222 80.204971 21.879999 80.246094 21.838329 80.271088 21.48333 80.266373 21.338329 80.208038 21.321659 80.224426 21.325279 80.256638 21.18944 80.232758 20.81361 80.218307 20.748051 80.271088 20.81389 80.296082 20.812771 80.31192 20.62278 80.291641 20.52305 80.32637 20.547501 80.350807 20.365829 80.419693 20.17 80.410812 20.139999 80.376083 20.076389 80.379967 20.100559 80.405807 20.06222 80.430527 19.71694 80.498032 19.631109 80.493874 19.69083 80.439423 19.51944 80.466087 19.46389 80.448593 19.48472 80.389687 19.916941 80.375259 19.771111 80.343872 19.85861 80.339706 19.839439 80.306923 19.71694 80.243591 19.80722 80.231087 19.83778 80.213867 19.614719 80.220543 19.33028 80.325256 19.060829 80.35054 18.98 80.336639 19.22389 80.193588 19.480551 80.168297 19.58028 80.144699 19.387501 80.107193 19.26333 80.084137 19.184441 80.117203 18.70417 80.204422 18.766109 80.181641 18.710279 80.156921 18.1675 80.185806 17.820271 80.141083 17.797501 80.123581 18.246111 80.095543 18.352221 80.073029 18.15472 80.07692 18.239719 80.042213 18.86805 80.034416 18.112499 79.903587 18.235279 79.887756 18.319441 79.836357 18.70166 79.776917 18.771391 79.717484 18.936939 79.733582 19.542219 79.710251 20.391939 79.794144 21.69944 79.833862 21.89027 79.816933 21.778049 79.80304 21.73472 79.776367 22.24889 79.800812 22.34444 79.783043 22.266939 79.76915 20.490829 79.684418 20.49444 79.671371 21.13916 79.577759 21.095551 79.558029 20.424999 79.589417 20.150829 79.642761 19.66 79.613861 19.63611 79.597748 19.68611 79.548576 20.273331 79.454971 20.74333 79.459427 20.85111 79.403313 20.795 79.373871 20.968889 79.3647 22.890551 79.412483 22.65583 79.35997 22.64694 79.301933 22.695551 79.278313 22.92667 79.219147 23.25222 79.19165 23.640829 79.178589) #(-18.098061 78.992218 -17.980829 78.99942 -17.98222 79.01915 -17.6075 79.087753 -17.55722 79.153053 -17.571671 79.176086 -17.72139 79.219421 -18.08556 79.096077 -18.11389 79.06192 -18.085831 79.005814 -18.098061 78.992218) #(28.095551 78.811653 28.496389 78.888031 29.316111 78.844971 29.693609 78.891373 29.65778 78.91304 29.072781 78.898323 28.89167 78.949982 28.653891 78.960251 28.415831 78.961906 28.424721 78.934418 28.361389 78.916924 28.145281 78.911636 27.84639 78.836639 28.095551 78.811653) #(97.759697 78.803589 96.843307 78.941933 96.854713 78.970261 96.602478 78.986359 96.32692 79.000259 96.272202 79.022202 95.970543 78.993591 95.653587 79.00415 95.649696 79.071907 95.408577 79.10054 95.283577 79.065536 94.841087 79.059143 94.62915 79.137756 94.633034 79.192749 94.426651 79.220543 94.320251 79.255249 94.351639 79.314697 94.311081 79.344704 94.358871 79.433296 94.346649 79.460251 94.270538 79.478317 94.049973 79.46637 94.073303 79.434982 93.949142 79.4272 93.698868 79.456093 93.960533 79.478027 93.980797 79.495247 93.687187 79.541092 93.878036 79.601357 93.726089 79.594147 93.439972 79.501083 93.520248 79.480797 93.224426 79.437759 93.140259 79.451637 93.141083 79.474983 93.301933 79.492752 93.269974 79.519974 93.020248 79.524979 93.301651 79.549973 94.104141 79.768593 94.656647 79.811653 94.661087 79.823593 94.22554 79.902481 94.383591 79.931091 94.329697 79.97081 94.499153 79.969421 94.943314 80.06665 94.910538 80.096077 95.006927 80.10025 95.126083 80.045258 95.343307 80.027206 95.393593 80.088593 95.580261 80.111359 96.438026 80.098587 96.599701 80.136917 96.728317 80.113861 97.142471 80.168869 97.703583 80.155807 98.058296 80.063583 98.0672 80.031647 97.767197 79.943588 97.828583 79.926086 97.767761 79.884407 97.583862 79.852203 97.656372 79.828033 97.518311 79.804138 97.623871 79.776367 97.23497 79.718033 97.20636 79.696907 97.549149 79.737473 97.919418 79.852203 97.885246 79.868591 98.04303 79.905807 98.384979 79.866364 98.578583 79.978317 98.434692 80.008873 98.482193 80.044418 98.570251 80.051933 99.36998 80.010529 100.0153 79.824142 100.0633 79.767761 99.8172 79.737762 99.882202 79.69136 99.709427 79.556641 99.784149 79.511368 99.684692 79.466919 99.689423 79.446907 99.732193 79.41748 99.6922 79.389687 99.734154 79.367477 99.659149 79.295807 99.455978 79.246986 99.187759 79.305252 99.041924 79.296654 99.042213 79.284416 99.859154 79.082748 99.864967 79.012482 99.939697 78.973862 99.938873 78.953308 99.896637 78.934418 99.394974 78.820534 97.759697 78.803589) #(-19.50667 78.727203 -19.266939 78.731644 -19.159731 78.770813 -19.401951 78.779419 -19.182501 78.803864 -19.34889 78.816093 -19.16222 78.893044 -19.29167 78.896927 -19.19389 78.937759 -19.38611 78.931091 -19.746111 78.807213 -19.73667 78.779984 -19.50667 78.727203) #(26.708611 78.624969 26.93944 78.646637 27.012779 78.698303 26.83416 78.711639 26.613609 78.803864 26.44861 78.805252 26.396391 78.770813 26.468889 78.699142 26.56389 78.688026 26.708611 78.624969) #(-78.025726 80.581787 -80.02475 80.527481 -83.166962 80.32692 -83.186974 80.306641 -82.16835 80.013603 -81.557533 79.960823 -81.402252 79.93248 -81.665024 79.897751 -81.599747 79.851929 -81.568077 79.795807 -81.63002 79.76442 -80.795303 79.648033 -79.82724 79.698593 -79.904739 79.646927 -80.618637 79.597198 -80.608627 79.576103 -80.630577 79.564148 -81.457237 79.636917 -81.60585 79.588593 -81.728638 79.589706 -81.785294 79.614967 -81.616409 79.623306 -81.978912 79.718307 -81.970016 79.752762 -82.153061 79.858871 -82.532806 79.947197 -83.615837 80.210533 -83.989471 80.26442 -86.116127 80.333588 -86.51503 80.299149 -86.659737 80.128036 -86.636963 80.092484 -86.442787 79.999687 -85.271133 79.923859 -85.36586 79.896362 -86.118637 79.959137 -86.39003 79.958038 -86.460571 79.919693 -86.454742 79.847748 -86.379997 79.821373 -86.493362 79.800537 -86.486687 79.763603 -86.387802 79.747482 -85.493362 79.700531 -85.02919 79.615807 -84.94725 79.525818 -84.485023 79.406372 -84.452797 79.328873 -84.335571 79.252197 -84.32724 79.188583 -84.086143 79.188026 -83.979752 79.221649 -83.94252 79.21109 -84.030029 79.151642 -83.68808 79.06665 -83.373901 79.056374 -83.386139 79.039429 -83.600594 79.025253 -83.990593 79.051651 -84.050018 79.103317 -84.544189 79.141373 -84.789467 79.069427 -84.77919 79.046654 -84.726967 79.027763 -84.229187 78.958038 -82.924469 78.934982 -82.503082 78.882751 -82.110313 78.913589 -81.999741 78.960251 -81.546417 79.062187 -81.486397 79.041641 -81.65419 78.993591 -81.753082 78.912201 -81.660858 78.877762 -81.741409 78.839142 -83.085861 78.85553 -83.255859 78.829971 -83.210564 78.798859 -82.232239 78.736359 -82.23085 78.717758 -82.569473 78.711357 -82.559464 78.682213 -82.245453 78.597488) #(-111.4625 78.267471 -111.4019 78.28331 -111.4336 78.323029 -111.2397 78.323593 -111.3064 78.371094 -111.1167 78.382477 -110.7156 78.29248 -109.405 78.306374 -109.3333 78.424973 -109.2606 78.455811 -109.4053 78.556923 -110.3944 78.752197 -111.4347 78.643311 -111.3786 78.617752 -111.4556 78.592758 -112.3117 78.539978 -113.1242 78.420807 -113.3325 78.328873 -113.1883 78.269974 -113.0269 78.272751 -112.3811 78.358307 -111.9822 78.343872 -111.7953 78.271088 -111.4625 78.267471) #(106.1908 78.189972 105.9928 78.214142 106.3789 78.276367 106.4361 78.330811 106.5755 78.339142 106.7614 78.303589 106.6922 78.255814 106.6389 78.281372 106.4461 78.256927 106.4972 78.251923 106.5089 78.24025 106.1908 78.189972) #(20.697781 78.186653 20.62694 78.198868 20.666389 78.221359 20.77417 78.256088 20.757771 78.293297 20.471939 78.319138 20.68222 78.346649 20.663891 78.387192 20.12472 78.472198 21.11166 78.56665 21.10305 78.592484 21.20805 78.621094 21.458611 78.601929 21.501659 78.565536 22.090549 78.588867 22.242769 78.477753 22.23555 78.274979 22.27194 78.263603 21.995831 78.242752 20.773331 78.218872 20.697781 78.186653) #(-90.359619 79.24855 -91.932251 79.159973 -93.295303 79.166924 -93.460564 79.142761 -93.608353 79.051651 -94.263351 78.991928 -94.269737 78.962196 -93.996407 78.885803 -93.037804 78.765808 -93.163353 78.735527 -93.650284 78.784698 -93.813629 78.765808 -93.555557 78.680817 -93.343628 78.673576 -93.46669 78.645813 -93.271133 78.584137 -92.96669 78.488586 -92.987244 78.460251 -92.920013 78.418869 -92.613892 78.357193 -92.609734 78.330811 -92.459473 78.3022 -92.224472 78.325256 -92.18335 78.306374 -92.323914 78.287201 -92.186417 78.255539 -92.031418 78.207474 -91.857788 78.2397 -91.489754 78.176933 -90.434189 78.136368 -90.301407 78.155258 -90.267517 78.186653 -90.374184 78.246368 -90.325577 78.271637 -90.715584 78.309143 -90.729446 78.326103 -90.186417 78.333313 -90.023361 78.298027 -89.886948 78.215263 -89.674179 78.217194 -89.563339 78.149696 -89.461937 78.158577 -89.46196 78.175537 -89.785278 78.398033 -89.985023 78.436081 -90.100861 78.549698 -90.073349 78.60025 -89.956947 78.605263 -89.891418 78.55275 -89.53363 78.399696 -89.196411 78.233871 -88.847794 78.151367 -88.784737 78.169983 -88.536133 78.406921 -88.552254 78.437469 -88.746399 78.535812 -88.78891 78.612762 -88.559464 78.604141 -88.205307 78.452477 -87.985023 78.492203 -87.890846 78.578308 -87.90863 78.596916 -88.044167 78.658577 -88.130287 78.684692 -88.228912 78.814423 -88.186691 78.898033 -88.210571 78.931641 -88.192497 78.980263 -87.753082 79.085533 -87.724731 79.075813 -87.813629 78.996918 -87.973083 78.965263 -87.946693 78.909149 -88.003357 78.807213 -87.872803 78.694977 -87.663094 78.642471 -87.54335 78.664703 -87.451141 78.728867 -87.186417 78.82692 -86.93808 78.916924 -86.986969 78.949692 -86.983353 79.056641 -86.949188 79.057213 -86.903351 79.009407 -86.741409 78.95192 -86.587799 78.983582 -86.565018 79.019417 -86.397522 79.079697 -84.931137 79.258324 -84.90419 79.276642 -84.951141 79.307213 -85.251129 79.394699 -85.623917 79.599136 -85.743637 79.616928 -85.847778 79.596359 -85.901138 79.493591 -86.011963 79.440262 -86.12085 79.439972 -86.160583 79.463593 -86.028084 79.474701 -86.13446 79.523033 -86.039749 79.545532 -86.303093 79.642761 -86.640846 79.653313 -86.813347 79.611923 -86.695023 79.567467 -86.790024 79.538857 -86.846413 79.549973 -86.819748 79.576103 -86.84169 79.593033 -86.96669 79.601639 -87.161133 79.57164 -87.263077 79.511368 -87.345581 79.503036 -87.462799 79.534698 -87.441704 79.573868 -87.144203 79.637756 -87.055573 79.731918 -87.064728 79.792213 -86.966957 79.885529 -87.003082 79.917763 -87.463638 79.83136 -87.47197 79.852478 -87.017242 79.94165 -87.019203 79.957199 -87.160294 79.99498 -87.18364 80.025253 -87.300018 80.069427 -87.956703 80.069702 -88.049187 80.125809 -87.67836 80.156372 -87.564194 80.191093 -87.618362 80.272751 -87.607803 80.324142 -87.684189 80.410248 -88.384193 80.443588 -88.55336 80.418587 -88.685287 80.371643 -88.649193 80.31665 -88.703346 80.293297 -88.573914 80.232483 -88.294189 80.20137 -88.256973 80.181641 -88.320297 80.175812 -88.191132 80.114967 -88.162247 80.091637 -88.283363 80.118027 -88.483353 80.135803 -88.414749 80.10498 -88.56308 80.102753 -89.092216 80.200813 -89.251419 80.278313 -89.256973 80.298576 -89.105301 80.339417 -89.083633 80.398323 -89.257248 80.396927 -89.059464 80.461357 -89.326424 80.531921 -89.58725 80.545532 -89.825851 80.518593 -89.754204 80.486359 -89.762802 80.464981 -90.046692 80.541641 -90.741409 80.562187 -90.771683 80.577477 -90.593918 80.645248 -90.738907 80.711639 -91.121964 80.7547 -91.321411 80.882751 -91.781693 81.090263 -91.813919 81.15831 -92.181961 81.241089 -93.209183 81.361359 -93.565018 81.376648 -93.505577 81.337753 -93.568359 81.30275 -94.068069 81.363312 -94.278923 81.341919 -94.391693 81.261093 -94.350594 81.245529 -93.928909 81.203873 -93.419456 81.219971 -93.12114 81.182747 -93.095863 81.154137 -93.179176 81.135529 -93.123611 81.11525 -93.300018 81.079697 -94.342133 81.109238) #(107.4389 78.049423 106.4219 78.126923 107.43 78.190262 107.6352 78.166092 107.6997 78.122192 107.5833 78.067467 107.4389 78.049423) #(99.55304 77.939972 99.451263 77.955383 99.369141 77.96109 99.415527 77.988312 99.269974 78.03775 99.408043 78.068039 99.533043 78.141922 99.522476 78.168297 100.0519 78.346916 99.998306 78.386642 100.0883 78.43692 100.2866 78.595543 100.2466 78.624687 100.3933 78.751083 100.5944 78.794144 101.1608 78.752197 101.1366 78.768044 100.8297 78.798027 100.7936 78.845261 100.7861 78.89859 100.8939 78.976639 101.0814 79.029137 101.6244 78.982193 100.988 79.067749 101.0664 79.133873 101.2653 79.138603 101.1236 79.159416 101.2422 79.224701 101.5533 79.250809 101.5272 79.308029 101.5966 79.356087 101.8411 79.358871 101.9842 79.254967 102.2628 79.250809 102.1725 79.280533 102.1428 79.363586 102.2328 79.414978 102.3989 79.42804 103.1403 79.325813 103.0905 79.283577 102.9044 79.264977 102.7408 79.156372 102.7947 79.130814 102.3802 78.82164 102.5866 78.855263 102.9147 79.052467 103.1705 79.060257 103.6247 79.168587 103.6286 79.149139 103.6408 79.129433 103.8255 79.156921 104.0178 79.114433 104.0202 79.088593 103.9753 79.059982 103.9947 79.048859 104.4239 78.971359 104.4864 78.938873 104.5178 78.86998 104.3719 78.849983 104.6325 78.837753 104.6594 78.814423 104.5847 78.765533 104.7244 78.787483 104.7569 78.815811 104.725 78.838593 104.9172 78.854141 105.168 78.809143 105.2552 78.733307 105.238 78.715813 105.4158 78.571373 105.3736 78.507751 104.7586 78.328033 102.9358 78.236359 102.8769 78.195534 102.6611 78.163589 102.6705 78.211906 102.5425 78.221916 101.1747 78.183296 100.9111 78.106644 99.910538 77.948868 99.736923 77.963867 99.55304 77.939972) #(-97.072533 77.804138 -96.710571 77.85553 -96.704727 77.87442 -96.285568 77.859421 -95.652252 77.929428 -95.100571 77.953583 -94.887238 78.063873 -95.130859 78.194138 -95.345863 78.217758 -95.388077 78.236359 -94.837799 78.347198 -94.831703 78.3647 -94.878082 78.391373 -95.20668 78.461639 -95.684738 78.521088 -95.964752 78.483582 -96.271683 78.538589 -96.164467 78.599983 -96.184464 78.628593 -97.160278 78.758873 -97.951401 78.816933 -98.364754 78.768044 -98.31778 78.746643 -98.371964 78.719971 -98.315567 78.64386 -98.14003 78.599426 -98.031403 78.559418 -98.404449 78.508873 -98.347794 78.443039 -98.037231 78.397202 -98.039467 78.322479 -98.055008 78.301651 -97.868057 78.279694 -97.773064 78.238861 -97.930008 78.236649 -97.926682 78.217758 -97.321404 78.207474 -96.87056 78.133324 -96.891953 78.106644 -96.887787 78.083038 -96.997803 78.075256 -97.648071 78.090813 -97.684448 78.073868 -97.651672 78.051933 -97.746948 78.040817 -97.755569 78.025528 -96.992508 77.914139 -97.120033 77.86525 -97.072533 77.804138) #(-19.35195 77.801651 -19.243059 77.812187 -19.23028 77.839981 -19.314449 77.883034 -19.698891 77.884697 -20.0725 77.956917 -20.01861 77.962479 -20.46278 77.966087 -20.46611 77.944138 -20.07361 77.869423 -19.35195 77.801651) #(-99.906952 77.778587 -99.351959 77.828583 -99.013344 77.888313 -99.094727 77.96637 -98.97168 77.997757 -98.946121 78.061653 -99.551392 78.286087 -99.741386 78.289978 -99.753616 78.389687 -99.859734 78.4422 -99.670288 78.479713 -99.53334 78.583588 -99.60112 78.598312 -100.017 78.616638 -100.0628 78.63887 -99.91362 78.679703 -99.952507 78.72554 -100.3236 78.77803 -100.3514 78.828308 -100.6139 78.798027 -101.1864 78.80275 -101.2006 78.820824 -101.0031 78.919983 -101.0056 78.943039 -101.2317 78.959427 -101.6489 79.075813 -101.9233 79.085823 -102.4181 79.008034 -102.3764 78.946373 -102.5611 78.869713 -102.6261 78.900253 -102.5786 78.923576 -102.5836 78.948593 -102.7511 78.938873 -102.7681 78.955811 -102.6544 78.994141 -102.612 79.092194 -102.892 79.166641 -102.9267 79.21109 -102.877 79.233032 -103.7031 79.352753 -105.1611 79.29747 -105.44 79.329147 -105.4828 79.306374 -105.4386 79.295258 -105.4342 79.273033 -105.5417 79.239967 -105.6286 79.161362 -105.5997 79.081093 -105.5625 79.024406 -105.3953 79.011642 -104.9197 79.052467 -104.6811 79.016647 -104.6886 78.993591 -105.0122 78.844704 -105.0286 78.815262 -104.9883 78.798309 -104.8175 78.8022 -104.5642 78.8647 -104.4719 78.950531 -104.2339 78.991928 -104.0811 78.979424 -103.8272 78.90387 -104.1672 78.81636 -104.2197 78.782204 -104.1706 78.765808 -103.9056 78.76886 -103.8706 78.806374 -103.6953 78.793869 -103.7889 78.754967 -103.7961 78.735809 -103.4392 78.784973 -103.3192 78.74025 -103.3581 78.718582 -103.9892 78.646088 -104.0336 78.619713 -103.4019 78.611649 -103.4978 78.564148 -103.4489 78.534698 -103.5333 78.496368 -104.3978 78.569977 -104.8314 78.569977 -105.0119 78.521637 -105.0506 78.488037 -104.8206 78.355797 -104.3636 78.254433 -103.8989 78.245796 -103.9061 78.272751 -102.8061 78.377762 -102.6661 78.358582 -102.8183 78.300262 -102.7814 78.276093 -102.5906 78.2397 -102.1331 78.282761 -101.6967 78.252197 -101.2895 78.18248 -101.0356 78.196091 -100.7469 78.071373 -100.8378 78.034973 -100.8078 77.992203 -100.6042 77.890808 -100.6078 77.85997 -99.906952 77.778587) #(-114.1931 77.698029 -113.9083 77.726357 -113.5875 77.808029 -113.6017 77.831093 -114.3506 78.032471 -114.2836 78.059143 -114.4139 78.065262 -114.8197 77.973038 -115.0908 77.963593 -115.0772 77.938583 -114.5142 77.765259 -114.5656 77.757202 -114.1931 77.698029) #(-102.0172 77.679703 -100.9406 77.726929 -100.9483 77.753593 -101.1914 77.830811 -101.6722 77.893311 -102.4425 77.876648 -102.5297 77.834137 -102.5047 77.779984 -102.4139 77.753311 -102.4364 77.729713 -102.0172 77.679703) #(-18.121111 77.664703 -17.85778 77.67804 -17.73278 77.708588 -17.584169 77.837753 -17.674999 77.899696 -17.805559 77.905548 -17.93667 77.876083 -17.94861 77.813873 -18.11834 77.755539 -18.23667 77.674423 -18.121111 77.664703) #(-14.94103 81.000633 -14.65056 80.946907 -14.69667 80.914139 -15.90917 80.824142 -15.92028 80.79303 -16.053341 80.725807 -17.695 80.746368 -17.91584 80.824692 -18.10611 80.788857 -18.01306 80.742477 -18.01778 80.714417 -18.52639 80.630539 -18.78722 80.619141 -19.625561 80.670258 -20.156389 80.680527 -20.57972 80.584976 -21.247499 80.575531 -21.221109 80.560532 -20.81139 80.552467 -20.826111 80.525253 -20.777229 80.498894 -20.262501 80.584702 -20.12722 80.64415 -19.93611 80.649979 -18.98695 80.587753 -18.831671 80.564972 -18.13056 80.549149 -17.43861 80.6297 -16.21278 80.538597 -16.125561 80.497482 -16.570841 80.375809 -16.68639 80.373581 -16.60778 80.403587 -16.759171 80.404137 -16.75639 80.379967 -16.596951 80.346649 -16.603889 80.330811 -16.908609 80.260529 -17.252501 80.228317 -18.44861 80.212479 -19.45472 80.280258 -19.81917 80.279419 -20.043329 80.235527 -20.12611 80.1772 -20.555281 80.10054 -20.36389 80.083313 -20.60306 80.024979 -20.47084 79.983307 -20.730829 79.882751 -20.72611 79.856087 -20.430559 79.861649 -20.29195 79.798309 -20.35445 79.761093 -20.23473 79.767197 -19.878889 79.846649 -20.214729 79.821907 -20.18639 79.870796 -20.257231 79.881363 -20.01861 79.988861 -19.28945 80.103317 -18.966669 80.083313 -18.321671 80.132477 -17.762501 80.132477 -17.567499 80.101089 -17.45417 80.051086 -17.873341 79.866364 -18.22278 79.754967 -18.430559 79.738861 -19.228889 79.788857 -19.445841 79.738861 -19.63806 79.649696 -19.57667 79.629967 -19.585831 79.583328 -19.725 79.526382 -19.799999 79.451103 -19.635 79.420258 -19.66806 79.331093 -19.871111 79.185257 -19.82111 79.148857 -19.67778 79.22998 -19.69861 79.258873 -19.557779 79.33136 -19.04945 79.296654 -19.19083 79.251373 -19.182501 79.225273 -19.18445 79.198029 -19.09861 79.221359 -19.10556 79.185822 -19.313339 79.17276 -19.285839 79.263313 -19.166389 79.279137 -19.315281 79.279984 -19.54528 79.21553 -19.56889 79.193863 -19.52528 79.165817 -19.53195 79.148857 -19.61945 79.118591 -19.90167 79.136642 -20.091391 79.063583 -19.92417 78.974701 -19.906389 78.929138 -19.99917 78.881363 -20.15834 78.863312 -20.682779 78.888321 -20.79528 78.835831 -21.0075 78.838028 -21.18445 78.80304 -21.025841 78.797203 -21.06139 78.755814 -21.071671 78.74054 -21.20278 78.703033 -20.92639 78.689972 -21.384171 78.657761 -21.416389 78.642471 -20.937229 78.649139 -20.904169 78.629967 -20.93861 78.603592 -21.16445 78.539429 -21.135 78.507751 -21.373341 78.305527 -21.37611 78.261642 -21.28945 78.240807 -21.279169 78.217758 -21.4175 78.14859 -21.54306 78.133591 -21.75695 78.130539 -21.4125 78.104424 -21.818609 77.930817 -21.815559 77.916092 -21.57917 77.975807 -21.589729 77.959137 -21.78278 77.849701 -21.91889 77.840263 -21.897499 77.806641 -22.025 77.704147 -22.011391 77.678307 -21.430559 77.676376 -21.722231 77.5522 -21.72784 77.525742) #(-66.661301 77.714111 -67.156418 77.668297 -67.146133 77.636093 -67.280029 77.563873 -67.646408 77.518044 -68.392242 77.503593 -68.366127 77.54776 -68.406967 77.577759 -68.699463 77.663857 -68.815582 77.651367 -68.636414 77.574982 -68.595863 77.527206 -68.657242 77.504967 -69.206703 77.449417 -70.262527 77.555527 -70.248917 77.578873 -69.493637 77.689148 -69.493637 77.75415 -69.847794 77.690262 -70.684189 77.677467 -70.696411 77.699982 -70.206413 77.820251 -69.993073 77.825256 -69.993073 77.841087 -70.376129 77.858307 -70.670303 77.779984 -71.237808 77.758873 -71.41835 77.784698 -71.419739 77.808296 -71.227524 77.85498 -71.251129 77.881927 -71.628082 77.85997 -71.594467 77.89386 -71.628082 77.919144 -71.939468 77.886093 -72.35585 78.009407 -72.29335 78.050537 -72.589752 78.058594 -72.870033 78.145538 -73.013351 78.150253 -73.043083 78.16748 -72.732803 78.189697 -72.815857 78.221359 -72.694473 78.253036 -72.656418 78.287483 -72.849747 78.314148 -72.821693 78.351639 -72.67836 78.376373 -72.585571 78.419418 -72.674469 78.440536 -72.592239 78.465263 -72.624191 78.48497 -72.552254 78.521088 -71.519997 78.634697 -70.78891 78.603317 -70.790863 78.656372 -70.700577 78.699982 -70.013641 78.779419 -69.843628 78.800262 -69.347794 78.798309 -69.137802 78.882751 -68.843918 78.828873 -68.79335 78.839417 -69.150017 78.913589 -69.166687 78.928864 -69.088364 78.964706 -68.61586 79.030258 -68.041412 79.073029 -67.75058 79.037201 -67.666687 79.051086 -67.737518 79.076103 -67.691704 79.092758 -67.187813 79.111076 -67.171127 79.154137 -67.100021 79.126923 -67.006973 79.113312 -66.97641 79.151093 -66.920303 79.140808 -66.918907 79.096359 -66.753082 79.142197 -66.339462 79.137192 -66.337799 79.113861 -65.892242 79.139687 -65.895576 79.159416 -65.730583 79.200531 -65.710022 79.226929 -65.684464 79.249153 -65.528641 79.256363 -65.55336 79.28775 -65.136139 79.378593 -65.144203 79.404419 -64.88002 79.492752 -64.823639 79.533577 -64.815582 79.589981 -64.876129 79.632477 -65.011414 79.653313 -64.907242 79.704147 -65.026962 79.759407 -64.95224 79.781372 -65.13002 79.847473 -64.998917 79.863037 -65.043083 79.894974 -64.953346 79.964981 -65.05336 79.996094 -65.025299 80.020538 -63.787739 80.147163) #(-93.570862 77.437759 -93.475304 77.471359 -93.474472 77.556091 -93.101959 77.662483 -93.174728 77.704147 -93.656952 77.776642 -93.852249 77.737762 -94.752518 77.788589 -95.118637 77.749687 -95.406418 77.746094 -95.428093 77.803307 -95.496407 77.805527 -96.255569 77.689697 -96.276123 77.640259 -96.329193 77.60498 -96.188606 77.544983 -95.889717 77.464417 -95.776962 77.474426 -93.570862 77.437759) #(-71.01474 77.36998 -70.069473 77.39386 -70.093918 77.412483 -70.726967 77.464706 -71.238907 77.456093 -71.283081 77.441933 -71.01474 77.36998) #(-112.0311 77.324692 -111.2767 77.424698 -110.9322 77.40831 -110.5022 77.460251 -110.1175 77.539978 -110.0814 77.571373 -110.1628 77.604713 -110.0406 77.637482 -110.1139 77.692749 -110.0803 77.763313 -110.1611 77.784149 -110.6311 77.758034 -110.7439 77.77359 -110.9003 77.832748 -110.8958 77.856087 -110.8222 77.868874 -110.1961 77.896637 -109.6697 77.971649 -109.5811 78.041367 -109.6053 78.071091 -109.7917 78.099136 -110.7272 78.097748 -110.8611 78.061653 -111.0933 78.092484 -112.4933 77.988312 -113.2308 77.903587 -113.3064 77.837196 -113.315 77.783859 -113.2294 77.723587 -113.0964 77.614151 -113.2403 77.587196 -113.1981 77.523857 -112.7908 77.441093 -112.6011 77.455261 -112.5867 77.431641 -112.4131 77.356087 -112.0311 77.324692) #(-71.94252 77.304428 -71.358078 77.358032 -71.37558 77.390259 -72.23558 77.454147 -72.573914 77.413857 -72.558907 77.399139 -72.467529 77.377472 -72.117798 77.34581 -72.115021 77.314697 -71.94252 77.304428) #(22.664169 77.254433 22.899719 77.290527 22.95805 77.351639 23.20389 77.393311 23.39027 77.373581 23.90111 77.503036 24.002781 77.603027 24.263611 77.683868 24.88805 77.739433 24.908609 77.755249 24.290279 77.906082 23.89027 77.847473 23.636669 77.86525 23.075001 78.001083 23.05139 78.045532 23.112221 78.090813 23.36083 78.102753 23.459721 78.155807 22.94944 78.248032 21.71167 78.202759 20.903049 78.114967 20.86694 78.086639 20.903049 78.067749 21.52194 77.948868 21.65778 77.916924 21.537781 77.89386 21.55694 77.855263 21.254721 77.726929 21.230829 77.646637 21.200279 77.604424 20.83194 77.537201 20.934719 77.496643 20.868891 77.47554 20.868891 77.45192 20.951941 77.440811 22.192499 77.503036 22.371111 77.564972 22.764999 77.551933 22.747219 77.526093 22.41 77.415253 22.49333 77.368317 22.49472 77.327187 22.385 77.304428 22.423611 77.257202 22.664169 77.254433) #(107.2194 77.230797 107.4541 77.278313 107.2775 77.295258 107.415 77.356644 107.7452 77.322746 107.7158 77.265533 107.2194 77.230797) #(-90.089188 77.199692 -89.849747 77.249977 -89.652802 77.324982 -89.706703 77.358871 -89.696693 77.38942 -89.753632 77.473038 -90.083069 77.569977 -90.843918 77.65387 -91.12001 77.617752 -91.206947 77.568588 -91.170303 77.449692 -91.208908 77.414978 -91.182533 77.386917 -90.657516 77.261093 -90.089188 77.199692) #(89.389137 77.168869 89.596649 77.205261 89.671921 77.248032 89.541641 77.281921 89.671082 77.273033 89.671921 77.290253 89.474701 77.314423 89.263031 77.296371 89.154694 77.252762 89.135803 77.204971 89.156952 77.198639 89.389137 77.168869) #(-81.784363 77.160721 -81.910568 77.194427 -81.904457 77.248581 -82.196671 77.298859 -82.091957 77.31636 -81.828346 77.285812 -81.169739 77.322479 -81.204193 77.370529 -81.523643 77.378036 -81.748352 77.448029 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-76.237808 79.271088 -77.32225 79.267471 -77.92836 79.32637 -78.051407 79.354713 -77.926933 79.36734) #(-104.7903 77.108871 -104.4725 77.137482 -104.3972 77.183868 -104.3814 77.26442 -104.4725 77.284149 -104.4392 77.314423 -105.0164 77.417763 -104.9467 77.479141 -104.9592 77.508034 -105.1736 77.612198 -105.6489 77.748581 -106.0406 77.74498 -106.0917 77.715263 -105.9308 77.66304 -105.8239 77.596359 -105.8381 77.570534 -105.6778 77.507202 -105.765 77.463867 -105.6556 77.441933 -105.6897 77.41748 -105.5489 77.369423 -105.572 77.323303 -105.3167 77.223312 -105.3772 77.218582 -105.3756 77.206917 -104.9936 77.164978 -104.7903 77.108871) #(95.741928 76.95665 95.932747 77.003036 95.904984 77.023323 95.262756 76.987198 95.244713 77.006088 95.439972 77.055252 96.165817 77.126083 96.438309 77.202759 96.52066 77.201973 96.538239 77.199463 96.584427 77.137482 96.455544 77.0672 95.741928 76.95665) #(-113.6286 76.708038 -113.4492 76.777206 -113.4981 76.833313 -113.8075 76.88942 -114.1903 76.885246 -114.6064 76.865807 -114.8553 76.794418 -114.8731 76.760803 -114.8225 76.753311 -113.6286 76.708038) #(148.3972 76.636757 148.7202 76.745247 149.4261 76.777763 149.22549 76.732483 149.22189 76.696907 149.1689 76.650528 148.3972 76.636757) #(16.36278 76.563309 16.308331 76.574142 16.33667 76.65303 15.49806 76.879967 15.58722 76.914978 16.14333 76.975807 16.237499 76.955811 16.226669 76.926933 16.32666 76.943863 16.317221 76.976357 16.495279 76.982758 16.51972 76.998581 16.075001 77.026367 16.05694 77.069138 15.99417 77.079971 15.84916 77.053589 15.90472 77.013313 15.72833 76.998581 15.2325 77.018593 15.05722 77.123032 14.375 77.1922 14.345 77.22525 14.15306 77.291367 14.13472 77.318863 14.16306 77.34581 14.09111 77.364151 13.96222 77.424149 14.05389 77.450813 13.92722 77.491928 13.91416 77.527763 14.0575 77.558594 14.35472 77.583862 14.54556 77.565811 14.59139 77.522202 14.52694 77.501923 14.53916 77.490807 14.7325 77.491089 14.79 77.545807 15.835 77.526367 16.223049 77.434982 16.30555 77.471359 16.04805 77.505539 15.91389 77.564972 15.65083 77.577187 14.73889 77.65303 14.77167 77.665527 15.78 77.747192 16.363331 77.801361 16.97139 77.787201 17.11972 77.781647 16.897221 77.817749 16.802219 77.858582 16.808611 77.885803 16.88611 77.868027 16.98361 77.906082 17.006109 77.931374 16.842779 77.921371 16.664721 77.857193 15.81472 77.830261 15.57389 77.883034 15.04861 77.78804 13.76111 77.727478 13.72167 77.760529 13.815 77.788589 13.80833 77.813309 13.65111 77.848862 13.62833 77.957474 13.67639 77.99942 13.6125 78.040527 13.61194 78.058296 13.96694 78.090813 14.10972 78.058594 14.28333 77.964417 14.35583 77.962753 14.36278 77.980797 14.2325 78.066093 14.24972 78.096916 15.03361 78.114433 14.995 78.133873 15.05667 78.14859 15.49222 78.238037 15.66111 78.217194 15.73694 78.229141 15.60083 78.269699 15.60139 78.299149 15.79333 78.336639 16.81889 78.333862 17.272499 78.413857 17.21694 78.436371 16.82444 78.386093 16.32889 78.452187 16.498329 78.539703 16.82889 78.648033 16.83111 78.671921 16.634159 78.666924 16.57111 78.713318 16.4925 78.707199 16.35416 78.596359 16.177219 78.541367 16.05444 78.492203 15.99333 78.476929 15.46417 78.451637 15.35056 78.476929 15.19333 78.588028 15.45278 78.635803 15.50139 78.717194 15.42194 78.782761 15.48194 78.811371 15.38 78.844704 15.29556 78.819702 15.1975 78.728867 15.25639 78.656647 15.01944 78.621094 15.035 78.601089 14.94472 78.599983 14.805 78.641647 14.84639 78.681923 14.81472 78.730797 14.69861 78.726357 14.44389 78.673859 14.5475 78.646362 14.5475 78.573029 14.57361 78.542763 14.39944 78.501648 14.4225 78.47081 14.66139 78.443039 14.7175 78.406372 14.68833 78.377762 14.27639 78.385246 14.24833 78.356369 14.32528 78.306091 14.17583 78.269974 14.04055 78.245247 14.07111 78.286362 13.94611 78.267197 13.94305 78.224136 13.80778 78.265808 13.74361 78.260803 13.85555 78.209427 13.71833 78.196373 13.49278 78.207748 13.00667 78.197479 12.91194 78.24054 12.95694 78.266083 12.90139 78.321373 12.87111 78.354424 12.7 78.363312 12.38917 78.472198 12.3975 78.486649 13.11389 78.517761 13.18111 78.544144 12.78555 78.524979 11.92555 78.627197 11.84944 78.661087 11.85389 78.694702 11.75417 78.702187 11.64694 78.746643 11.79139 78.819977 11.91667 78.81192 11.92 78.832474 11.40611 78.925537 11.33555 78.966637 11.6025 78.976357 12.0725 78.915817 12.49555 78.903313 12.50083 78.918297 12.40389 78.998032 12.06389 78.967484 11.98167 78.986076 12.08055 78.99498 12.07805 79.009979 11.68167 79.063583 11.85389 79.147202 12.1375 79.216919 12.05722 79.23497 12.11583 79.258034 12.08555 79.304428 11.83667 79.291924 11.91361 79.236076 11.89722 79.225807 11.78861 79.236649 11.68611 79.32164 11.59417 79.301933 11.72083 79.19165 11.705 79.161362 11.23639 79.093033 11.18305 79.117752 11.14139 79.237762 10.89778 79.332199 10.84972 79.370247 10.91805 79.378311 10.85194 79.401093 10.90278 79.418869 10.91083 79.456093 10.84028 79.492477 10.69778 79.514137 10.67916 79.53804 11.18028 79.559418 10.85389 79.599701 10.98611 79.643311 11.36611 79.634979 11.45889 79.646088 11.20555 79.709137 11.21861 79.732483 11.19889 79.777763 11.54805 79.772202 11.53889 79.810532 11.84 79.836639 12.04639 79.709702 12.34167 79.663307 12.34528 79.713318 12.19861 79.763313 12.16361 79.809143 12.22472 79.83609 12.40472 79.828873 12.54389 79.777481 12.51 79.744423 13.09583 79.828888 13.86778 79.868874 13.9575 79.829971 13.96556 79.766922 13.88472 79.726357 13.62833 79.69664 13.24472 79.700256 13.0175 79.670807 12.57778 79.585533 13.33194 79.594147 13.49278 79.568314 13.40444 79.523033 13.26528 79.51442 13.2725 79.467194 13.4875 79.439423 13.44778 79.483307 13.59444 79.484154 13.87361 79.391922 13.90805 79.278587 14.08472 79.26915 14.15583 79.338318 13.92861 79.50914 13.89805 79.546082 14.11028 79.610527 14.27778 79.610527 14.14861 79.633873 14.25667 79.680527 14.55778 79.806091 14.86028 79.76387 15.29167 79.60054 15.42639 79.414703 15.79083 79.224136 15.65222 79.133034 15.70861 79.097748 15.81333 79.161636 15.91722 79.149406 16.132219 79.053864 16.14805 78.986649 16.393049 78.904419 16.49555 78.915817 16.492769 78.935257 16.17667 79.153313 16.138611 79.239151 15.95944 79.306374 15.85417 79.535538 15.91861 79.558296 15.78778 79.635803 15.72944 79.653313 15.64111 79.821091 15.73111 79.873581 16.139721 79.869141 15.95 79.937469 15.98444 79.973587 16.307779 80.062759 16.54055 80.040527 16.721109 79.944427 16.696939 79.911636 16.84194 79.869423 16.90694 79.878311 16.87055 79.930252 16.977221 79.960251 17.370831 79.924149 18.08333 79.730797 18.077221 79.695251 17.602779 79.543297 17.765551 79.543587 17.77194 79.51886 17.760281 79.409698 17.64167 79.390259 17.68222 79.367203 17.847771 79.393593 18.0175 79.468307 18.042219 79.534149 18.193609 79.620796 18.356939 79.628311 18.65889 79.559418 18.74861 79.522476 18.88583 79.441933 18.85111 79.406082 18.91111 79.389977 18.854719 79.372192 18.840549 79.340813 18.87694 79.314148 18.79833 79.27887 18.622219 79.264137 18.648331 79.239151 18.851391 79.248306 18.950001 79.213028 18.915001 79.175812 18.93722 79.160248 19.186661 79.145248 19.348049 79.184692 19.834999 79.146927 19.80389 79.115807 19.908051 79.064148 19.90667 79.01387 21.54611 78.838318 21.54472 78.760803 21.358061 78.696907 21.386391 78.653313 20.67667 78.683296 20.558611 78.62442 19.68861 78.612762 19.57777 78.570534 19.610279 78.544418 19.66889 78.507477 18.96278 78.449142 19.05722 78.389137 19.061939 78.351929 18.95611 78.277763 19.060829 78.24498 19.07972 78.217758 18.92 78.173859 19.094999 78.102478 19.07111 78.085533 18.784719 78.027206 18.5525 78.055252 18.408331 78.014687 18.49667 77.966637 18.333891 77.898323 18.44722 77.848312 18.449169 77.762756 18.34222 77.670258 18.362499 77.635529 18.287781 77.586357 18.30611 77.546082 18.23666 77.490807 17.730829 77.489151 17.73139 77.458313 17.625 77.440262 17.417219 77.183029 17.44416 77.14415 17.32583 77.043869 17.095831 77.044693 17.17639 77.021637 17.318609 76.96553 17.22139 76.917213 16.943609 76.815262 16.927219 76.781647 17.18417 76.723038 17.19833 76.694702 17.00083 76.626083 16.997219 76.595261 16.571939 76.574982 16.55444 76.608307 16.41666 76.617203 16.36278 76.563309) #(-101.4042 76.55275 -101.1928 76.571373 -100.2975 76.721916 -100.7442 76.753311 -101.6886 76.586357 -101.4042 76.55275) #(-89.94725 76.471916 -89.924179 76.508034 -89.808907 76.482483 -89.671692 76.50415 -89.794739 76.53331 -89.862518 76.597473 -89.837509 76.66304 -89.671967 76.698593 -89.688606 76.742752 -89.983078 76.836906 -90.271118 76.827759 -90.579453 76.766922 -90.600304 76.73497 -90.563606 76.709976 -90.081703 76.48497 -89.94725 76.471916) #(112.575 76.441933 112.4247 76.455261 112.3044 76.533043 112.08 76.55304 112.0141 76.609451 112.2922 76.617752 112.348 76.656647 112.5272 76.616364 112.4872 76.59581 112.5272 76.558868 112.6844 76.526917 112.6983 76.50386 112.5719 76.498032 112.613 76.457199 112.575 76.441933) #(25.030001 76.439148 25.58222 76.70665 25.51527 76.710533 25.413891 76.684143 25.065281 76.530533 24.941389 76.443863 25.030001 76.439148) #(-82.245453 78.597488 -82.30835 78.568863 -82.417252 78.574142 -83.371689 78.776642 -85.099747 78.917763 -86.649727 78.795532 -87.109467 78.593033 -87.095581 78.568588 -86.878082 78.573029 -86.866409 78.546371 -87.140556 78.550262 -87.415024 78.470261 -87.525574 78.410248 -87.493912 78.379967 -87.518913 78.23053 -87.475594 78.21637 -87.262222 78.226639 -87.089752 78.20192 -87.352249 78.191093 -87.526962 78.149139 -87.505859 78.128311 -87.079742 78.102753 -86.719742 78.121918 -86.497803 78.21553 -86.39946 78.200256 -86.073639 78.248581 -86.05307 78.29747 -85.833359 78.379967 -85.827507 78.344147 -85.950302 78.228317 -86.251404 78.156647 -86.291412 78.08136 -86.267242 78.06636 -86.148361 78.054703 -85.41835 78.118874 -84.96225 78.343582 -84.978638 78.414978 -84.675293 78.588318 -84.619751 78.588318 -84.782806 78.505814 -84.848633 78.381927 -84.772522 78.342194 -84.834473 78.314972 -84.96669 78.215813 -84.479752 78.216919 -84.17836 78.17276 -84.631126 78.199982 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-87.719742 76.343033 -87.571671 76.345543 -87.498917 76.382202 -87.430283 76.417763 -87.553093 76.457199 -87.493073 76.50386 -87.57196 76.520813 -87.580017 76.611359 -87.537247 76.617477 -87.462799 76.586906 -87.50058 76.535248 -87.391113 76.496643 -87.423073 76.456917 -87.177254 76.444702 -87.118362 76.420807 -87.15419 76.401093 -87.130859 76.38414 -86.711143 76.348038 -86.631973 76.448029 -86.655853 76.467194 -86.508072 76.487762 -86.305023 76.52803 -86.628906 76.634407) #(-103.7006 76.304138 -103.2592 76.342194 -103.0111 76.423309 -103.0081 76.44165 -103.0578 76.457748 -103.3845 76.492203 -103.5917 76.531372 -103.5594 76.563873 -103.8264 76.618317 -103.8789 76.573593 -104.052 76.568863 -103.9225 76.633591 -103.94 76.644699 -104.1342 76.669418 -104.6828 76.597473 -104.6589 76.545807 -104.3911 76.46109 -104.392 76.421654 -104.4609 76.390259 -104.3667 76.387756 -104.3297 76.358032 -104.3758 76.348312 -104.335 76.318588 -103.7006 76.304138) #(-86.628906 76.634407 -86.22641 76.542763 -86.222519 76.513313 -86.41864 76.469147 -86.415024 76.41275 -86.372238 76.386368 -85.386963 76.30304 -84.39418 76.308029 -84.397797 76.330544 -84.970581 76.426086 -85.051407 76.514137 -85.028641 76.574982 -84.97084 76.581917 -84.849182 76.536362 -84.783913 76.469971 -84.518913 76.42775 -84.195572 76.45636 -84.180023 76.491928 -84.249741 76.536926 -84.218353 76.564972 -84.20253 76.617203 -84.331131 76.647476 -84.284737 76.657761 -84.071136 76.616638 -84.03363 76.534698 -83.691132 76.428864 -83.256973 76.407471 -83.184464 76.424973 -83.223892 76.445534 -83.184189 76.496643 -83.254471 76.579422 -83.499191 76.676651 -83.518623 76.713318 -83.400864 76.759979 -83.35585 76.752197 -83.388077 76.671082 -83.211403 76.626923 -83.075302 76.532761 -83.09169 76.460823 -82.779449 76.383324 -82.260567 76.39859 -82.127518 76.44165 -82.158363 76.466087 -82.222504 76.532761 -82.093918 76.557213 -82.113907 76.572197 -82.435303 76.628036 -82.562523 76.688873 -82.556137 76.723038 -82.74614 76.804138 -82.725021 76.819138 -82.580307 76.776367 -82.44252 76.684982 -82.292801 76.635529 -82.081413 76.631088 -81.861969 76.669144 -82.056961 76.609154 -81.981949 76.584702 -82.059464 76.532471 -82.039726 76.509407 -81.71669 76.470261 -81.388924 76.481369 -81.208359 76.553589 -80.771667 76.419144 -80.761139 76.39415 -81.088074 76.207199 -80.953918 76.191093 -81.07724 76.158043 -81.090302 76.137482 -81.05336 76.128036 -79.781418 76.280807 -79.273064 76.304138 -79.229752 76.368027 -78.93808 76.449982 -78.790573 76.57164 -78.565582 76.563873 -78.607788 76.486649 -78.443359 76.452187 -78.138924 76.525818 -78.17836 76.566093 -78.013641 76.630814 -77.861969 76.6297 -77.76947 76.65831 -77.789467 76.781647 -77.715027 76.821091 -77.890289 76.862762 -77.835297 76.886917 -77.906403 76.911636 -77.881126 76.940262 -77.928909 76.96637 -78.140846 77.019974 -78.344193 77.007751 -78.56308 76.933029 -78.56752 76.887192 -78.720306 76.878593 -78.712517 76.823303 -78.963913 76.848038 -78.894203 76.903313 -78.954468 76.935257 -79.372238 76.923309 -79.376694 76.957474 -79.003906 77.103592 -79.041962 77.161087 -79.25502 77.218582 -79.725861 77.239967 -80.013351 77.190536 -80.20697 77.108582 -80.39447 77.072746 -80.401962 77.086639 -80.136963 77.186081 -80.155006 77.208038 -81.10585 77.283043 -81.784363 77.160721) #(96.35054 76.097473 95.263603 76.213028 95.309143 76.25386 95.377762 76.285248 95.599136 76.238861 95.785248 76.298309 96.06636 76.273857 96.064148 76.236923 96.10553 76.229424 96.20665 76.286636 96.339417 76.303864 96.644417 76.262756 96.570534 76.184143 96.592194 76.152763 96.536087 76.159149 96.523323 76.193588 96.562759 76.231087 96.376373 76.267761 96.348038 76.240807 96.408859 76.203033 96.245796 76.203873 96.405807 76.165817 96.362473 76.137756 96.343582 76.119713 96.35054 76.097473) #(-103.2358 76.046654 -102.5292 76.153587 -102.5839 76.183594 -102.5311 76.223312 -102.6522 76.28775 -103.8764 76.248581 -104.4542 76.164429 -104.4783 76.135803 -104.3911 76.078308 -103.8697 76.04747 -103.2358 76.046654) #(83.209427 75.913857 82.268593 75.952759 82.279419 75.969704 82.653587 75.993027 83.294693 75.948029 83.286926 75.928864 83.209427 75.913857) #(-60.115559 75.997414 -60.515011 76.064972 -60.738338 75.993317 -60.904171 76.086906 -60.830841 76.109154 -60.86195 76.150528 -61.29945 76.175262 -61.462791 76.164978 -61.743622 76.198868 -62.180851 76.222198 -62.172508 76.243591 -62.239731 76.286636 -62.6264 76.262756 -62.775291 76.23497 -62.730839 76.21109 -62.7789 76.193588 -62.8564 76.244141 -62.82085 76.274406 -62.853901 76.29776 -63.059731 76.339417 -63.4814 76.370247 -63.504459 76.311081 -63.745289 76.199692 -63.72501 76.175812 -64.012512 76.134697 -64.138924 76.157471 -64.215302 76.260529 -64.166412 76.315262 -64.31752 76.353027 -64.426407 76.344971 -64.36586 76.279137 -64.433067 76.233032 -64.68335 76.258591 -64.678627 76.219421 -64.571693 76.169983 -64.698067 76.168587 -64.603912 76.126923 -64.694473 76.119713 -64.845306 76.17247 -65.021133 76.174423 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-67.982803 76.599426 -67.986397 76.620796 -68.095581 76.651367 -68.021408 76.666924 -68.092529 76.704971 -68.785583 76.657204 -70.008072 76.763603 -70.079742 76.791924 -70.083359 76.823029 -69.892517 76.875809 -69.89975 76.897751 -69.539467 77.000526 -69.672523 77.012482 -70.378082 76.794144 -70.519203 76.786636 -70.922523 76.864433 -70.98085 76.900528 -70.833633 76.900253 -70.683067 76.937187 -71.245033 76.959427 -71.380287 77.019699 -71.366966 77.06192 -71.224472 77.074692 -71.194183 77.133324 -70.696693 77.149406 -70.924469 77.1772 -70.895859 77.189423 -69.944473 77.239151 -68.613907 77.169144 -67.944183 77.199417 -66.396408 77.107758 -66.412247 77.126083 -66.440308 77.144974 -66.190018 77.174423 -66.193077 77.194977 -66.916702 77.173737 -67.950851 77.221359 -68.190857 77.202187 -69.047813 77.25386 -69.087799 77.275528 -68.393356 77.372482 -67.620033 77.386368 -66.824188 77.357758 -66.525864 77.277481 -66.220581 77.250259 -66.208076 77.269699 -66.500847 77.312469 -66.656693 77.415817 -66.521133 77.434418 -66.219742 77.421371 -66.101967 77.438309 -66.073349 77.46637 -66.231407 77.55275 -66.161682 77.562759 -66.238632 77.592484 -66.28363 77.613037 -66.506973 77.626648 -66.724747 77.685532 -66.661301 77.714111) #(-18.64584 75.891373 -18.58806 75.902763 -18.54917 76.02359 -18.625 76.127197 -18.611111 76.23497 -18.692499 76.309982 -18.72278 76.509979 -18.649719 76.613861 -18.679449 76.654419 -18.922779 76.748032 -19.031389 76.756363 -19.081671 76.722748 -18.992229 76.633614 -19.002501 76.607193 -18.78306 76.61026 -18.788891 76.581093 -19.065559 76.591637 -19.14222 76.529419 -19.101391 76.466919 -18.89222 76.293297 -18.89389 76.22081 -18.63389 75.977478 -18.64584 75.891373) #(-120.3781 75.806641 -120.2697 75.821907 -120.1492 75.896362 -120.0258 75.839981 -119.77 75.87915 -119.7219 75.905258 -119.6069 75.911087 -119.7033 75.942749 -119.6369 75.992203 -119.4811 75.97081 -119.4739 76.018593 -119.5039 76.040817 -119.6747 76.085251 -119.7931 76.114433 -119.5528 76.117752 -119.672 76.140259 -119.692 76.162483 -119.5728 76.16304 -119.5728 76.186371 -119.705 76.262192 -119.6583 76.26886 -119.6597 76.308868 -119.7139 76.33165 -119.4819 76.35498 -119.4561 76.255539 -119.2953 76.186081 -119.3083 76.149979 -119.2453 76.111359 -119.0758 76.083313 -118.8864 76.17804 -118.9367 76.217194 -118.8767 76.277481 -118.6375 76.28804 -118.5661 76.343033 -118.5942 76.383873 -118.6978 76.449417 -118.9553 76.483032 -118.9681 76.505249 -118.8742 76.525818 -118.5461 76.499977 -118.2995 76.563583 -118.495 76.712196 -118.3042 76.717484 -118.3253 76.751923 -118.3195 76.773033 -117.9606 76.769974 -117.8881 76.818863 -117.8167 76.821373 -117.7386 76.784149 -117.7475 76.766083 -117.9283 76.676651 -117.9042 76.630539 -117.9733 76.596359 -117.9539 76.562759 -117.9042 76.528313 -118.0275 76.484703 -117.9908 76.462479 -118.06 76.409149 -117.575 76.26886 -117.3456 76.256363 -117.0956 76.295258 -116.9375 76.358032 -117.0025 76.431923 -116.9836 76.454971 -117.0728 76.503036 -116.9947 76.545807 -116.0931 76.619141 -115.8947 76.703308 -115.9692 76.756363 -116.3556 76.903313 -116.3272 76.935532 -115.8533 76.897202 -115.7461 76.925262 -115.755 76.960823 -116.2425 77.044144 -116.3906 77.139977 -115.8778 77.215263 -115.3892 77.312187 -115.4953 77.359421 -115.8622 77.429428 -116.4169 77.556923 -116.7694 77.516373 -116.8042 77.493591 -117.1531 77.451637 -116.9947 77.394417 -116.6628 77.391647 -116.6517 77.377762 -116.8483 77.315811 -117.1428 77.361359 -117.182 77.340263 -117.1056 77.339981 -117.0078 77.294144 -117.062 77.291924 -117.5128 77.333313 -118.6511 77.360527 -119.1533 77.325813 -119.2958 77.276642 -119.3892 77.184418 -120.4286 76.862762 -120.3653 76.83609 -120.4197 76.793297 -121.2147 76.66803 -121.2264 76.612762 -121.412 76.553864 -121.422 76.493591 -121.55 76.434692 -122.2464 76.409416 -122.6264 76.336357 -122.6517 76.257477 -122.8428 76.227203 -122.8586 76.17804 -122.9422 76.182213 -123.0056 76.093582 -122.8428 76.131088 -122.8422 76.14859 -122.6203 76.174423 -122.5625 76.154694 -122.5897 76.134697 -122.4711 76.11026 -122.5439 76.046921 -122.58 76.023323 -122.5764 76.007477 -122.7289 75.973038 -122.6761 75.951637 -122.4164 75.928589 -122.1267 75.98053 -122.1342 76.036362 -121.8481 76.039703 -121.285 75.909973 -121.2595 75.964417 -120.9992 75.994423 -121.0111 75.97081 -120.9995 75.939697 -120.932 75.959976 -121.0228 76.059143 -121.0125 76.139137 -120.9564 76.17775 -120.8572 76.19664 -120.6592 76.142471 -120.7431 76.117752 -120.7464 76.093872 -120.6486 76.099701 -120.7311 76.057747 -120.7161 76.024406 -120.5939 75.978027 -120.4675 76.012192 -120.3845 75.967758 -120.4897 75.849983 -120.4669 75.821091 -120.3781 75.806641) #(-79.403923 75.804138 -79.420303 75.848038 -79.319458 75.873581 -79.021683 75.867477 -79.067787 75.840263 -78.964752 75.842194 -78.881683 75.853317 -79.168327 75.931923 -79.176407 75.952759 -79.144737 75.97525 -78.845863 76.04747 -78.79808 76.086357 -78.893082 76.11554 -79.456703 75.983032 -79.597237 75.902481 -79.745033 75.8797 -79.567253 75.84581 -79.593079 75.8172 -79.403923 75.804138) #(-103.3014 75.744713 -102.8972 75.745529 -102.5092 75.789429 -102.3942 75.880814 -101.9889 75.934418 -102.1914 75.9897 -102.8697 75.923309 -103.3114 75.805252 -103.2469 75.797203 -103.3539 75.774979 -103.3014 75.744713) #(-118.5831 75.49942 -118.2039 75.598862 -118.2636 75.616928 -117.9275 75.734421 -117.9564 75.759979 -117.9372 75.785248 -117.5731 75.981918 -117.4714 76.088867 -117.6231 76.114433 -118.105 76.023857 -118.1683 75.968307 -118.4044 75.960823 -118.7169 75.882751 -119.3975 75.618317 -119.3403 75.579422 -118.8778 75.553307 -118.9275 75.529419 -118.5831 75.49942) #(135.7708 75.370796 135.4483 75.378448 135.4436 75.386368 135.59 75.563309 135.5397 75.669983 135.698 75.867752 135.7683 75.809418 135.8205 75.744713 135.92191 75.674698 136.1777 75.619141 136.1727 75.601089 135.9622 75.508034 135.9558 75.478027 136.02721 75.443314 136.0127 75.424973 135.7708 75.370796) #(81.974983 75.174423 81.891083 75.213028 81.895248 75.274979 81.815811 75.320534 81.718307 75.275253 81.636093 75.285812 81.493027 75.358307 81.550537 75.385246 81.79303 75.461357 81.726089 75.412201 81.774406 75.374153 81.956093 75.405258 81.867477 75.443039 81.947479 75.463318 81.907761 75.493317 82.13942 75.517471 82.149887 75.496048 82.137482 75.440536 82.222198 75.399979 82.279419 75.325256 82.039139 75.340263 82.009407 75.185806 81.974983 75.174423) #(-21.72784 77.525742 -21.495001 77.603317 -21.25861 77.643593 -21.39806 77.690262 -21.367229 77.807213 -21.043329 77.969971 -20.854719 78.014977 -20.5975 77.969971 -20.603889 77.933296 -20.040001 77.834427 -19.42639 77.788857 -19.209169 77.751923 -18.958611 77.626373 -19.303341 77.580261 -19.466669 77.598312 -19.967501 77.712479 -20.25695 77.729141 -20.41028 77.699417 -20.59778 77.722214 -20.914169 77.663307 -20.34584 77.599136 -20.24556 77.554703 -20.480829 77.568314 -20.653339 77.546654 -20.374451 77.53804 -20.42861 77.501923 -21.05361 77.543869 -20.174999 77.458588 -20.75111 77.419159 -20.7225 77.403313 -19.80584 77.397476 -19.484449 77.342484 -19.39806 77.29747 -19.446671 77.267761 -19.42083 77.239967 -19.011391 77.230263 -19.077499 77.323303 -18.963341 77.386368 -18.38611 77.338028 -18.41806 77.310806 -18.286671 77.305817 -18.23222 77.277481 -18.12389 76.943314 -18.219999 76.871094 -18.51889 76.809692 -18.46167 76.760803 -18.466391 76.742203 -18.92 76.856918 -19.135 76.846359 -19.871389 76.959702 -20.782499 76.984421 -21.035839 76.943588 -20.69972 76.954422 -20.58083 76.919144 -20.799721 76.868591 -21.116949 76.899139 -21.692499 76.888313 -21.708059 76.875259 -21.28056 76.863861 -20.78528 76.836357 -21.068609 76.785812 -21.186951 76.804703 -21.618059 76.660248 -21.623341 76.642761 -21.74889 76.659149 -21.938339 76.766922 -22.103889 76.797203 -22.14139 76.838318 -22.26722 76.858582 -22.472231 76.827477 -22.344999 76.770248 -22.31917 76.743591 -22.61278 76.743591 -22.72945 76.710533 -22.707781 76.67247 -22.46056 76.640533 -22.512501 76.601089 -22.329439 76.511368 -22.28528 76.524429 -22.338341 76.58136 -22.16028 76.639687 -21.907499 76.618317 -21.809999 76.580544 -22.06695 76.553864 -22.031389 76.532204 -21.788059 76.554428 -21.680559 76.519974 -22.028891 76.472748 -22.010281 76.459702 -21.70084 76.495529 -21.67445 76.478027 -21.74029 76.447739 -21.922159 76.447891 -22.216249 76.452698 -22.34528 76.496918 -22.434719 76.492477 -22.35722 76.465813 -22.39056 76.449142 -21.57333 76.436653 -21.55722 76.379433 -21.70723 76.249977 -21.682501 76.239151 -21.49806 76.219971 -21.446951 76.255539 -21.37945 76.289978 -21.090561 76.277206 -20.67889 76.161087 -20.420561 76.137756 -21.07667 76.288589 -20.906111 76.304977 -20.43445 76.220543 -19.929729 76.258591 -19.80584 76.228592 -19.666389 76.126923 -19.71806 76.059418 -20.39806 75.978867 -21.78056 75.981644 -21.940001 76.041924 -21.980829 75.989151 -21.88139 75.958862 -19.93556 75.930527 -19.353609 75.722473 -19.56806 75.729713 -19.61195 75.673576 -19.39056 75.554138 -19.33556 75.404984 -19.41028 75.236076 -19.610001 75.133034 -19.898331 75.147202 -20.004999 75.187187 -20.00695 75.233871 -19.98667 75.294418 -20.307501 75.335533 -20.495001 75.296654 -20.70583 75.295807 -21.182779 75.40831 -21.275 75.486923 -21.708611 75.595261 -22.25111 75.664139 -22.273609 75.64386 -21.764999 75.557213 -21.406389 75.454697 -22.114849 75.480743 -22.452971 75.533707 -22.477409 75.554062) #(-104.2292 75.018044 -103.7995 75.077477 -103.5833 75.164703 -103.6031 75.179977 -103.7497 75.234703 -103.7339 75.274139 -103.8142 75.330811 -103.8033 75.36026 -104.1553 75.434982 -104.4281 75.420807 -104.7686 75.281921 -104.6881 75.259697 -104.9222 75.146088 -104.7061 75.0672 -104.2292 75.018044) #(-99.88028 74.978317 -99.426392 74.991364 -99.496948 75.026367 -99.325844 75.118317 -99.272507 75.115807 -99.392792 75.022476 -99.354446 74.984421 -98.928337 75.012192 -98.960564 75.051933 -98.837784 75.058594 -98.861954 75.033043 -98.724167 74.989433 -97.946121 75.026642 -97.960007 75.095543 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76.460823 -97.662781 76.481087 -97.76474 76.510529 -98.338348 76.562759 -98.395844 76.594421 -98.431122 76.629967 -98.404167 76.661362 -98.504997 76.681091 -98.84584 76.67276 -98.814178 76.653587 -98.725571 76.610809 -98.815002 76.613586 -99.027237 76.601089 -99.050842 76.536087 -98.993057 76.52803 -98.875839 76.441933 -98.882782 76.431374 -98.980827 76.471649 -99.137512 76.45192 -99.066116 76.39859 -99.184448 76.415817 -99.256958 76.470543 -99.14389 76.501648 -99.33168 76.509407 -99.498062 76.580544 -100.0995 76.634407 -100.3845 76.628311 -100.9628 76.510246 -100.9725 76.48526 -100.6986 76.376083 -100.3236 76.38414 -100.1703 76.35553 -100.015 76.316933 -100.465 76.274979 -100.5131 76.249153 -100.4389 76.212479 -100.0011 76.20192 -99.829727 76.16304 -99.414459 76.15831 -99.714447 76.114433 -99.843903 76.139977 -100.2208 76.132202 -100.112 76.101357 -100.0775 76.038857 -99.879997 75.972748 -99.859734 75.935257 -99.469452 75.974701 -99.457497 75.961357 -99.801392 75.90387 -100.1503 75.913857 -100.0714 75.945534 -100.335 76.053864 -100.7411 76.094704 -100.632 76.115807 -100.6303 76.133324 -100.9283 76.225807 -101.1406 76.24025 -101.0681 76.331917 -101.4831 76.437759 -101.8861 76.444977 -102.052 76.386368 -101.9575 76.357483 -102.0975 76.341637 -102.0636 76.283577 -102.0639 76.255249 -102.16 76.243027 -102.052 76.213593 -101.3961 76.243317 -101.7611 76.174149 -101.9022 76.107758 -101.9006 76.06665 -101.8192 76.011368 -101.6664 75.979424 -101.3922 76.000526 -101.5978 75.919693 -101.5272 75.858307 -101.3781 75.851929 -101.3253 75.813309 -101.3478 75.774979 -101.0325 75.792763 -101.2811 75.74498 -101.4689 75.766373 -101.4561 75.810806 -101.8645 75.902206 -102.2903 75.857193 -102.3625 75.818039 -102.3439 75.781921 -102.0919 75.785248 -102.237 75.744141 -102.052 75.704147 -102.0789 75.688309 -102.4022 75.726929 -102.6892 75.670532 -102.6322 75.6147 -102.8606 75.628311 -102.867 75.601089 -102.7289 75.572479 -102.7653 75.538307 -102.5997 75.493317 -102.352 75.542213 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-18.83556 75.14859 -18.916389 75.095543 -18.920561 75.027206 -18.86945 74.998032 -17.99667 75.029984 -17.600281 74.989151 -17.626949 74.947479 -17.60611 74.933296) #(-107.7717 75.095543 -107.6795 75.048576 -107.7167 75.010529 -107.4642 74.934418 -107.0061 74.92247 -106.8625 74.960823 -106.2353 75.021362 -105.9942 75.062187 -106.0795 75.096916 -106.0517 75.117477 -105.8853 75.140259 -105.8442 75.183296 -105.9292 75.197746 -105.8753 75.271088 -105.6464 75.36525 -105.7142 75.416367 -105.5928 75.467484 -105.6458 75.473038 -105.7408 75.49498 -105.4964 75.555252 -105.3883 75.656372 -105.4533 75.841637 -105.6064 75.934692 -105.8372 75.996918 -106.3167 76.052467 -106.6389 76.05304 -106.8933 75.947479 -106.8772 75.870529 -106.87 75.824982 -106.6158 75.797203 -106.8306 75.785812 -106.8967 75.720261 -106.8881 75.66748 -106.9017 75.649139 -106.9631 75.702759 -106.9511 75.747482 -107.105 75.834702 -107.0483 75.890533 -107.2342 75.908043 -107.7217 75.880539 -107.8933 75.793297 -108.0242 75.783859 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75.900528 -109.9383 75.856918 -109.6572 75.866364 -109.6983 75.839981 -108.9733 75.715263 -108.9267 75.67804 -108.8361 75.612762 -109.0267 75.553589 -108.9245 75.523857 -108.8994 75.476357 -109.2539 75.514137 -110.1958 75.538589 -110.4956 75.569138 -110.8625 75.551086 -111.2714 75.522476 -111.4083 75.620796 -111.3553 75.724426 -111.4517 75.742203 -111.4392 75.776367 -111.5258 75.793587 -111.58 75.813873 -112.2256 75.811081 -112.187 75.844971 -112.0522 75.878036 -111.7775 75.894699 -111.7267 75.915817 -111.7639 75.946907 -112.4134 76.04248 -112.5261 76.110527 -112.4277 76.166313) #(-79.330757 74.8965 -79.509193 74.959427 -79.50502 74.998306 -79.795303 75.027481 -80.24086 74.94664 -80.27919 74.959427 -80.216423 74.976089 -80.440582 75.03804 -79.960571 75.094704 -79.929466 75.140533 -79.62973 75.174973 -79.45253 75.271362 -79.587799 75.287483 -79.610023 75.310806 -79.527527 75.322197 -79.488083 75.383324 -79.622238 75.402481 -79.675858 75.44136 -79.733353 75.471916 -80.320572 75.455811 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-90.122528 76.125259 -90.064194 76.136917 -90.438606 76.162201 -90.41835 76.179428 -90.198349 76.170532 -89.349731 76.183594 -89.192497 76.236076 -89.208633 76.260803 -89.305573 76.299149 -90.73085 76.421921 -91.402527 76.457474 -91.564194 76.500809 -91.414726 76.512756 -90.826424 76.463028 -90.538094 76.461357 -90.468918 76.479141 -90.514717 76.508324 -90.563629 76.559692 -91.009193 76.651642 -91.535843 76.688873 -92.011383 76.656647) #(86.92247 74.818314 86.335823 74.845543 86.236649 74.888313 86.237762 74.917213 86.56636 74.894699 86.593307 74.909973 86.503036 74.928864 86.499153 74.97998 86.623032 74.97081 86.631363 74.946373 87.027267 74.985863 87.137482 74.936081 87.081917 74.899139 86.952759 74.873581 86.870247 74.902763 86.704147 74.906082 86.689697 74.886642 86.823593 74.845261 86.937187 74.84053 86.92247 74.818314) #(149.6958 74.760803 148.68159 74.760803 148.1274 74.813309 147.7813 74.907471 147.27251 74.973587 146.89079 75.0672 146.53799 75.130539 146.0808 75.214706 146.0722 75.232758 146.2411 75.410538 146.2675 75.433868 146.405 75.467758 146.3358 75.504967 146.3494 75.546654 146.3891 75.580544 146.5054 75.589447 146.7722 75.501083 146.6786 75.479141 146.6394 75.419983 147.0183 75.334702 147.308 75.348312 147.3322 75.362198 147.2486 75.367752 147.4366 75.392471 147.3602 75.417213 147.45441 75.438873 148.43269 75.409973 148.5724 75.36998 148.44411 75.295258 148.4525 75.271088 148.6008 75.211357 149.3261 75.284416 150.1483 75.218872 150.19611 75.193039 150.158 75.152763 150.5569 75.122757 150.4666 75.09581 150.5219 75.093582 150.6644 75.129433 150.6638 75.15387 150.82719 75.158577 150.953 75.13942 150.6416 74.996094 150.688 74.936081 150.60361 74.884407 149.9919 74.829697 149.6958 74.760803) #(85.661362 74.714981 85.10553 74.743591 85.137482 74.762482 85.470467 74.812698 85.642761 74.796654 85.681091 74.74054 85.661362 74.714981) #(-20.189171 74.70192 -20.027229 74.716087 -19.743059 74.847198 -19.745279 74.876923 -20.003611 74.920532 -20.13583 74.91748 -19.96056 74.986076 -19.993059 75.008873 -20.230829 75.041656 -20.46139 75.038307 -20.5975 74.991653 -20.541109 74.92804 -20.55584 74.892761 -20.68445 74.806374 -20.45084 74.73111 -20.189171 74.70192) #(56.97411 74.689011 56.58017 74.700287 56.50943 74.748871 56.43111 74.738586 56.420269 74.756927 56.48138 74.779419 56.475552 74.794144 56.060001 74.776917 55.82972 74.796082 55.842499 74.828033 56.6236 74.945824 56.344151 74.934418 56.470829 75.015808 56.41888 75.034973 55.987209 74.989151 55.859711 74.998581 55.928051 75.053864 55.908878 75.084137 55.72694 75.079147 55.80888 75.152481 56.078609 75.214142 56.119438 75.186081 56.37582 75.184692 56.47332 75.097748 56.447769 75.063309 56.51778 75.069977 56.914162 75.246918 56.875271 75.281372 56.751381 75.284149 56.73167 75.301361 56.850269 75.35553 57.079441 75.38887 57.55471 75.328583 57.733879 75.329147 57.50333 75.492477 57.571381 75.516083 58.188881 75.58165 58.153049 75.622757 57.922218 75.628311 58.001381 75.674149 58.30249 75.693588 58.733601 75.796921 58.78944 75.838867 59.264999 75.885529 60.337212 75.995796 60.334431 76.014137 60.040821 76.046921 60.1586 76.075813 60.55777 76.127197 60.830818 76.111076 60.478321 76.022476 60.490829 76.008324 61.083321 76.074982 61.13776 76.1147 61.148041 76.140259 60.945541 76.136917 60.900829 76.152481 61.024429 76.21553 60.989429 76.243874 61.06638 76.273857 61.446941 76.292213 62.40749 76.255249 62.373051 76.222473 62.427212 76.184143 62.636379 76.203873 62.665539 76.232758 62.834991 76.260529 62.86721 76.227203 63.02499 76.214981 63.71777 76.345543 64.109703 76.311371 64.309143 76.35997 64.67247 76.378311 64.670532 76.420807 64.844704 76.479141 65.161362 76.468307 65.548576 76.582199 65.992889 76.528519) #(139.05051 74.648033 138.11549 74.782471 137.8658 74.857193 137.78191 74.981087 137.14079 75.132202 136.9108 75.271927 136.8683 75.361359 137.0238 75.388313 137.21989 75.329697 137.405 75.352203 137.4247 75.400528 137.39439 75.410812 137.25 75.421082 137.1738 75.397476 137.13049 75.423309 137.188 75.470543 137.2836 75.468033 137.26801 75.500259 137.1908 75.529137 137.1861 75.55304 137.29021 75.595543 137.1402 75.649696 136.96629 75.607742 136.9866 75.578583 136.9613 75.608032 137.15359 75.655807 137.16299 75.679977 137.0719 75.72525 137.18159 75.780258 137.30161 75.787483 137.73579 75.743317 137.71471 75.783577 137.43021 75.877197 137.4247 75.906921 137.45 75.954697 137.71021 76.008591 138.0033 76.019417 138.0961 76.056091 138.1125 76.079971 138.07269 76.080811 138.3736 76.155533 138.3847 76.072479 138.4502 76.061081 138.50079 76.168297 138.63519 76.204697 138.87469 76.217484 139.02299 76.124687 139.1908 76.072197 139.81689 75.969971 139.90691 75.925262 139.8336 75.926086 139.82159 75.873871 140.1302 75.812469 140.1358 75.788857 140.24409 75.824142 140.4386 75.811081 140.5455 75.763603 140.5361 75.7397 140.46381 75.709976 140.4449 75.680252 140.455 75.639687 140.9111 75.608582 141.06081 75.645248 140.8647 75.737198 140.89909 75.77887 140.8766 75.90387 140.9222 76.0047 141.0164 76.049698 141.21359 76.056374 141.5797 75.999687 141.62 76.018593 141.3313 76.166367 141.3566 76.180527 141.705 76.117752 142.5602 75.857758 143.1613 75.806641 143.35941 75.829971 143.3855 75.84137 143.5844 75.866928 143.9241 75.833313 145.30251 75.566933 145.39301 75.511368 145.05769 75.490807 144.70551 75.412201 144.6777 75.352753 144.6808 75.324142 144.90359 75.287201 144.93111 75.26387 144.7299 75.250259 144.6955 75.160812 144.3483 75.044418 143.94971 75.026917 143.7119 75.077759 143.36549 75.0672 143.0511 75.118317 142.49271 75.366928 142.52721 75.468307 143.0105 75.592194 143.045 75.633873 143.0188 75.687469 142.90221 75.718307 142.3033 75.716637 142.35941 75.698593 142.4236 75.665817 142.0038 75.656372 142.1183 75.644974 142.1933 75.623306 142.00549 75.616928 142.13969 75.584702 142.0724 75.525528 142.1825 75.471077 142.16969 75.435257 142.16409 75.369713 142.3866 75.272476 142.6349 75.093582 143.3927 75.002197 143.58 75.012192 143.6714 74.974983 143.69189 74.932747 143.4308 74.887482 142.6561 74.884979 142.62379 74.843307 142.71111 74.84137 142.5563 74.813583 142.3508 74.823593 141.96831 74.932747 141.9789 74.950531 142.0677 74.963318 142.32719 74.91748 142.3566 74.933868 142.1938 75.00415 141.8452 74.993874 141.7372 74.968033 140.0616 74.824677 139.97411 74.898323 139.6469 74.979141 139.46049 74.925537 139.4783 74.86554 139.5663 74.856369 139.63409 74.875809 139.37939 74.697746 139.20911 74.656082 139.05051 74.648033) #(-94.180557 74.631927 -93.563606 74.659416 -93.485001 74.687759 -93.463074 74.729424 -93.563629 74.743027 -93.438904 74.757751 -93.412804 74.90831 -93.515289 75.038307 -93.488892 75.072479 -93.458618 75.128036 -93.578339 75.197746 -93.493347 75.247192 -93.499184 75.264687 -93.648064 75.301361 -93.662231 75.31665 -93.676964 75.356644 -93.853622 75.392471 -94.031403 75.46553 -94.446404 75.605797 -94.827507 75.631088 -95.470291 75.566933 -95.824173 75.477753 -95.837227 75.453583 -95.800858 75.431641 -95.684723 75.428307 -95.703346 75.402481 -95.974457 75.436081 -96.162231 75.395538 -96.151138 75.374969 -95.905563 75.396637 -95.778923 75.36998 -95.890297 75.349136 -95.914459 75.358582 -95.959167 75.374687 -96.172501 75.285538 -96.063057 75.276642 -96.092216 75.255539 -96.45668 75.196907 -96.575302 75.096359 -96.614182 74.98497 -96.32225 75.001373 -96.328079 74.974701 -96.39418 74.978317 -96.396667 74.919693 -96.337509 74.903587 -96.210007 74.915527 -96.142227 75.017761 -96.056396 75.010246 -96.124741 74.975807 -96.135559 74.951103 -96.051132 74.972748 -96.03334 74.949417 -96.105827 74.938026 -96.122787 74.912201 -95.950562 74.857193 -95.542236 74.80748 -95.541397 74.745796 -95.450562 74.741638 -95.472794 74.791641 -95.34584 74.795532 -95.056396 74.727753 -95.073059 74.702187 -95.005569 74.671371 -94.180557 74.631927) #(-92.011383 76.656647 -92.18335 76.6147 -93.109177 76.616364 -93.121948 76.574982 -93.580566 76.423027 -93.463898 76.399406 -93.54834 76.386093 -93.631958 76.428589 -93.63002 76.45192 -93.306953 76.546654 -93.309464 76.573303 -93.186401 76.660812 -93.187523 76.745529 -93.467216 76.827477 -93.64975 76.908043 -93.964752 76.93248 -94.09639 76.88887 -94.44751 76.916641 -94.526672 76.969421 -95.752808 77.068588 -96.391113 77.026917 -96.747787 76.982758 -96.660843 76.947197 -96.857788 76.924973 -96.865837 76.898033 -96.797501 76.861359 -96.316704 76.801361 -96.311951 76.751373 -96.642517 76.748871 -96.839737 76.810257 -96.9039 76.784149 -96.8414 76.766373 -96.946953 76.738586 -96.857803 76.70192 -96.470573 76.685532 -96.403641 76.639687 -95.990013 76.578583 -95.866119 76.55304 -95.638901 76.604141 -95.584167 76.598312 -95.7789 76.51886 -96.090584 76.510246 -96.061684 76.467194 -95.83168 76.394974 -94.859451 76.337196 -94.80864 76.311371 -95.010849 76.331093 -95.118362 76.298027 -95.374451 76.29776 -95.386948 76.235809 -95.056122 76.219147 -95.001106 76.245796 -94.662247 76.310257 -94.644737 76.277481 -94.420288 76.281082 -94.097778 76.259407 -93.763344 76.280807 -93.636139 76.326637 -93.653633 76.30275 -93.617783 76.291092 -93.523911 76.312759 -93.162247 76.367752 -93.065567 76.347748 -93.067253 76.299149 -92.637512 76.115807 -92.629181 76.008873 -92.108612 75.858871 -92.104736 75.805252 -92.174454 75.744423 -92.036682 75.679428 -92.055298 75.611649 -92.013924 75.589142 -92.320023 75.498306 -92.458618 75.368874 -92.328903 75.369423 -92.503616 75.218033 -92.384193 75.169983 -92.055573 75.150253 -92.112808 75.12886 -92.03891 75.107193 -92.030006 75.086357 -92.228897 75.071091 -92.013344 74.90831 -92.066391 74.813309 -92.045563 74.789703 -91.807533 74.731918 -91.859451 74.721077 -91.833344 74.696091 -91.779449 74.725807 -91.651962 74.719971 -91.621964 74.700256 -91.671951 74.689697 -91.676407 74.671921 -91.540009 74.646362 -91.360001 74.643311 -91.331703 74.67247 -91.361679 74.708588 -91.295563 74.712753 -91.277237 74.688026 -91.301407 74.656372 -91.256668 74.628593 -91.098083 74.633324 -91.226143 74.733582 -90.81723 74.883591) #(-90.81723 74.883591 -90.74086 74.847473 -91.025009 74.702759 -90.896118 74.681374 -90.753082 74.731644 -90.756126 74.705544 -90.62001 74.61998 -90.478058 74.601089 -90.363358 74.594704 -90.088348 74.548859 -89.988907 74.584137 -89.928627 74.530807 -89.228622 74.578033 -89.138062 74.606644 -89.095863 74.688026 -89.26503 74.756363 -89.047523 74.722473 -89.011124 74.780807 -89.060028 74.79747 -89.088623 74.837196 -88.906418 74.773033 -88.917526 74.719704 -88.862228 74.658859 -88.805008 74.67775 -88.664726 74.844971 -88.618073 74.846359 -88.61586 74.815536 -88.545303 74.848038 -88.567253 74.880249 -88.537247 74.906921 -88.443893 74.838593 -88.487228 74.791367 -88.29335 74.769417 -88.408363 74.74054 -88.491409 74.654694 -88.571404 74.549973 -88.517227 74.499687 -87.903923 74.472198 -87.754997 74.513603 -87.710854 74.460823 -87.545029 74.464142 -87.416397 74.52887 -87.301407 74.544418 -87.371948 74.514687 -87.304169 74.471649 -87.111954 74.468033 -87.001968 74.507751 -86.943626 74.461357 -86.601967 74.469971 -86.797523 74.543587 -86.799469 74.61525 -86.751129 74.613586 -86.753082 74.582474 -86.615837 74.522202 -86.374474 74.483307 -86.245033 74.523857 -86.223083 74.562187 -86.243073 74.59137 -86.215843 74.610809 -86.1539 74.609154 -86.077789 74.545258 -86.105827 74.506927 -86.082497 74.479141 -85.581131 74.498306 -85.49585 74.525818 -85.481956 74.554138 -85.551971 74.660248 -85.520859 74.688026 -85.468918 74.658859 -85.363907 74.501923 -85.25946 74.49054 -85.087799 74.504967 -85.037231 74.535248 -85.063919 74.651642 -84.973343 74.696091 -84.950844 74.67276 -84.983078 74.570534 -84.89975 74.503311 -84.588638 74.503036 -83.855583 74.550812 -83.611954 74.540817 -83.454742 74.591087 -83.319168 74.774979 -83.458633 74.808029 -83.557251 74.875259 -83.547523 74.897476 -83.475594 74.896637 -83.299744 74.835533 -83.116127 74.828583 -83.073639 74.804138 -83.128082 74.717484 -83.088913 74.636642 -82.968918 74.570824 -82.78363 74.520248 -82.592529 74.510529 -82.482803 74.536362 -82.081703 74.477203 -81.759193 74.46109 -81.219177 74.571373 -80.231689 74.578033 -80.146667 74.626923 -80.208633 74.694427 -80.134171 74.704971 -80.138077 74.724136 -80.246964 74.757477 -80.101967 74.789139 -80.108627 74.824417 -80.361397 74.868874 -80.413094 74.897751 -80.306412 74.939148 -80.274193 74.881088 -80.220863 74.871368 -80.191132 74.894699 -80.210861 74.931091 -80.166138 74.932747 -80.142517 74.898033 -80.177803 74.867752 -79.880577 74.813026 -79.502243 74.859421 -79.330757 74.8965) #(85.356644 74.45192 85.196907 74.485809 85.148033 74.548027 85.243591 74.573593 85.368591 74.579697 85.640701 74.541 85.62442 74.503036 85.493591 74.498871 85.484154 74.458588 85.356644 74.45192) #(85.74498 74.444138 85.662483 74.476639 85.804428 74.566933 85.938873 74.573303 86.20665 74.533577 86.205544 74.506363 86.112198 74.478592 86.07164 74.508324 85.963028 74.505249 85.981087 74.462479 85.74498 74.444138) #(65.992889 76.528519 65.757202 76.684982 65.947746 76.748871 66.131927 76.751373 66.426933 76.852478 67.596916 77.013031 68.515533 76.951103 68.472748 76.925537 68.809418 76.866364 68.761093 76.84053 68.764137 76.81665 68.931374 76.782761 68.893593 76.757477 68.900528 76.727753 69.030258 76.708038 68.856369 76.656647 68.784698 76.587753 68.84053 76.575813 68.925537 76.558868 68.429977 76.395538 68.398323 76.364151 68.169144 76.31192 68.26442 76.300537 68.313309 76.28331 67.929428 76.255539 67.034698 76.084137 65.791092 75.926086 63.707489 75.634407 63.65554 75.711639 63.559711 75.708038 63.617489 75.686081 63.528599 75.632477 63.282211 75.583313 63.029991 75.587753 62.2411 75.432747 62.026661 75.443863 61.82304 75.352478 61.696659 75.373306 61.523602 75.226357 61.42944 75.223038 61.381378 75.256927 61.3811 75.330544 61.273602 75.321373 61.30249 75.285538 61.164989 75.213028 60.74638 75.104424 60.810822 75.078033 60.75499 75.029984 60.668598 75.020813 60.566101 75.050537 60.59499 75.109154 60.49221 75.113586 60.446098 75.014137 60.1036 74.988312 60.629429 74.960823 60.684711 74.921082 60.534988 74.859421 60.22332 74.858307 60.209991 74.839142 60.348598 74.800537 60.364159 74.783043 60.263599 74.745796 59.937481 74.718033 59.662491 74.752197 59.869999 74.68248 59.87888 74.626373 59.708321 74.585533 59.53471 74.611359 59.148319 74.736649 59.094719 74.729713 59.290272 74.638031 59.146111 74.662483 59.084991 74.642197 59.22332 74.611076 59.088871 74.482758 59.147209 74.438583 58.763599 74.465813 58.71693 74.499687 58.182331 74.572563) #(-112.4277 76.166313 -112.7506 76.200531 -112.8922 76.25386 -113.0153 76.267197 -113.7567 76.200531 -113.9986 76.197746 -113.9833 76.261368 -114.1286 76.310257 -114.1061 76.35553 -114.0911 76.38887 -114.1481 76.45137 -114.2936 76.480263 -114.8997 76.516922 -115.0214 76.474701 -115.4667 76.455811 -115.9094 76.345543 -115.8533 76.318863 -115.925 76.286636 -115.882 76.252762 -115.782 76.23526 -115.2992 76.23526 -114.8506 76.170258 -115.3275 76.184692 -116.3422 76.183029 -116.6414 76.113312 -116.7086 76.043869 -116.6694 76.025818 -116.4995 76.026642 -116.5028 75.997192 -116.4706 75.968872 -116.6322 75.969147 -116.7314 75.945251 -116.7245 75.906372 -116.6767 75.889687 -116.4828 75.873871 -114.8242 75.904137 -114.9325 75.856644 -115.5072 75.834976 -115.7264 75.853317 -115.8231 75.827187 -116.7628 75.799973 -116.9233 75.774696 -117.2336 75.620529 -117.25 75.58609 -117.195 75.573593 -116.3475 75.559143 -115.0528 75.703033 -114.9997 75.690811 -115.2508 75.641083 -115.2686 75.59581 -115.6197 75.578873 -116.0022 75.484703 -116.2947 75.483582 -117.2614 75.468872 -117.6669 75.294144 -117.6783 75.244423 -117.4192 75.18248 -116.6792 75.117203 -116.5272 75.184692 -116.2392 75.20137 -116.267 75.145538 -116.2942 75.099136 -116.065 75.127472 -116.0933 75.093033 -116.2267 75.071907 -116.2353 75.0522 -115.6906 74.964142 -115.6183 74.979141 -115.5375 75.027206 -115.562 75.066933 -115.6467 75.124969 -115.6572 75.142761 -115.3869 75.102203 -115.2614 75.151917 -115.2561 75.17804 -115.1728 75.107758 -115.2264 75.058296 -115.1858 74.98526 -115.0322 74.961639 -114.7839 74.997192 -114.3858 75.09581 -114.2981 75.166641 -114.3025 75.182747 -114.4681 75.262192 -114.5778 75.262756 -114.6097 75.279984 -114.5128 75.314697 -114.2031 75.221359 -114.1375 75.24498 -114.0406 75.367752 -114.0939 75.410812 -114.0744 75.440536 -114.0242 75.46109 -113.8964 75.374153 -113.3222 75.415817 -113.8058 75.326637 -113.9128 75.20137 -113.9125 75.169144 -113.9325 75.141373 -113.9731 75.096359 -113.9503 75.060532 -113.8942 75.0522 -113.2109 75.081917 -113.1342 75.14415 -113.0389 75.093582 -112.8942 75.103317 -112.6981 75.144974 -112.7336 75.209137 -112.6658 75.278587 -112.5859 75.239151 -112.6347 75.196373 -112.5925 75.181641 -112.4325 75.18692 -112.4619 75.218872 -112.3975 75.241089 -112.2947 75.198029 -112.4525 75.155807 -112.4097 75.123581 -111.9197 75.133591 -111.7608 75.184692 -111.6767 75.146927 -111.3342 75.197479 -111.2081 75.26442 -110.9567 75.246094 -110.9206 75.223587 -111.3047 75.096359 -111.3281 75.070251 -111.5672 75.060257 -111.4842 75.040817 -111.5514 75.011368 -111.7922 74.988037 -112.7003 74.981644 -113.2872 74.886368 -113.2197 74.861649 -113.2197 74.843582 -113.3206 74.856087 -114.0103 74.790527 -114.4197 74.698029 -114.4436 74.664139 -114.3614 74.623581 -114.0419 74.528313 -113.4061 74.413307 -112.7531 74.401367 -112.0872 74.452187 -111.58 74.524406 -111.1403 74.59053 -110.5869 74.718582 -110.6731 74.77887 -109.5081 74.866364 -109.3458 74.944702 -109.015 74.984703 -108.9681 75.02359 -108.9278 75.051933 -108.7947 75.069138 -108.5306 75.005539 -108.5189 74.974426 -108.3917 74.910538 -107.942 74.930817 -108.0164 74.948593 -107.7397 75.04303 -107.7717 75.095543) #(19.05167 74.344147 19.191111 74.364433 19.299721 74.474983 19.264721 74.486076 18.984171 74.511917 18.837219 74.503311 18.790279 74.476089 19.05167 74.344147) #(112.8149 74.09407 112.1594 74.134697 111.9625 74.210533 111.6133 74.24942 111.4836 74.293587 111.4547 74.323029 111.4936 74.35025 111.6764 74.373032 111.8778 74.345261 111.9842 74.394699 111.9711 74.478592 112.0255 74.536087 112.1278 74.548859 113.213 74.486923 113.3941 74.448303 113.4333 74.39386 113.2628 74.270538 112.9711 74.193314 112.8149 74.09407) #(-21.26861 74.079697 -20.16139 74.16803 -20.12528 74.204971 -20.433331 74.27887 -20.43445 74.349426 -20.493059 74.380814 -20.655001 74.407761 -20.958611 74.443039 -21.38806 74.440536 -21.870279 74.337479 -21.990841 74.227203 -21.96833 74.210823 -21.58083 74.156082 -21.26861 74.079697) #(83.543869 74.063583 82.829651 74.083542 82.917763 74.123032 83.228027 74.148033 83.602753 74.098038 83.543869 74.063583) #(140.448 73.901154 140.6647 73.945824 140.9675 73.974426 141.0519 74.016647 141.0714 74.095543 141.1172 74.16803 140.9855 74.252762 140.8522 74.27359 140.4955 74.278587 140.21111 74.237198 140.0883 74.176651 140.0733 74.085823 140.1188 74.025253 140.37131 73.917763 140.448 73.901154) #(136.1505 73.874153 136.0708 73.896927 136.0405 73.933029 135.73109 74.035812 135.6552 74.107193 135.433 74.158577 135.35361 74.252762 135.4136 74.24556 135.9091 74.128311 136.27161 73.978317 136.2413 73.898857 136.1505 73.874153) #(-98.587784 73.832748 -98.287514 73.860809 -97.763641 73.988312 -97.638344 74.063873 -97.6539 74.099983 -97.757507 74.119423 -99.31723 73.93248 -99.4375 73.896927 -99.381958 73.869141 -98.587784 73.832748) #(75.3647 73.39415 75.380539 73.443314 75.543869 73.495247 75.51886 73.445824 75.880249 73.457474 76.077759 73.558029 76.006088 73.568863 75.580261 73.541924 75.323593 73.446907 75.304413 73.409698 75.3647 73.39415) #(-55.099941 73.353073 -55.17001 73.411636 -55.444462 73.451103 -55.662231 73.578308 -56.02306 73.631927 -56.067509 73.659149 -55.849731 73.6772 -55.8489 73.687469 -56.019169 73.6772 -56.037788 73.692749 -55.926399 73.715813 -55.950569 73.736649 -55.9464 73.762482 -55.65807 73.698868 -55.615009 73.727203 -55.837791 73.755249 -55.938622 73.856087 -55.67168 73.835823 -55.631962 73.860809 -55.693901 73.887482 -56.099461 73.96109 -56.08807 74.004967 -56.360008 74.050812 -56.19862 74.1147 -56.31168 74.115807 -56.140011 74.255814 -56.172508 74.279419 -56.67445 74.146362 -57.308071 74.097198 -57.283352 74.13942 -56.32029 74.284698 -56.327511 74.306923 -56.574181 74.292763 -56.531681 74.327477 -56.690289 74.334702 -56.690571 74.349136 -56.128071 74.377472 -56.14307 74.39386 -56.212509 74.414139 -56.587791 74.402481 -56.78751 74.449417 -56.144451 74.479141 -56.261959 74.510529 -56.20668 74.555252 -56.377239 74.541924 -56.599731 74.601639 -56.504459 74.613861 -56.47279 74.64415 -56.761681 74.651093 -56.777241 74.681641 -57.026402 74.67775 -57.048618 74.738861 -57.156681 74.73497 -57.15556 74.765259 -57.12196 74.796371 -56.978901 74.759407 -56.803341 74.822746 -56.998901 74.867752 -57.049179 74.917763 -57.275291 74.903313 -57.927509 75.05304 -58.105839 75.043587 -58.154732 75.060257 -58.13084 75.102478 -57.980572 75.135803 -57.918339 75.166092 -57.989182 75.192749 -58.223339 75.203033 -58.409451 75.291924 -58.430012 75.320251 -58.30307 75.329422 -58.35973 75.363861 -58.26112 75.387192 -58.257229 75.402206 -58.434181 75.39386 -58.52306 75.338867 -58.697788 75.346359 -58.66251 75.36998 -58.22168 75.435257 -58.1814 75.485527 -58.17918 75.525253 -58.433071 75.5672 -58.31612 75.64859 -58.60001 75.667763 -58.561401 75.691933 -58.44556 75.697746 -58.537231 75.733582 -59.075291 75.707748 -59.052509 75.749977 -59.095852 75.771927 -59.198898 75.757477 -59.226681 75.775528 -59.231121 75.807747 -59.300838 75.811371 -59.140011 75.846077 -59.2164 75.872192 -59.51112 75.859703 -59.76001 75.793587 -59.815571 75.816093 -59.79557 75.834976 -59.602791 75.914139 -59.790291 75.961906 -59.918339 75.919693 -60.113899 75.974136 -60.115559 75.997414) #(-22.477409 75.554062 -22.504999 75.550537 -22.3825 75.496368 -21.415001 75.423576 -20.58806 75.201637 -20.52972 75.16304 -20.67028 75.116089 -21.01222 75.13414 -21.73667 74.976089 -21.861389 75.009407 -21.87417 75.050812 -21.967501 75.087753 -22.394449 75.165817 -22.154449 75.108871 -21.942499 75.041367 -22.019171 75.012192 -21.833611 74.964706 -21.66778 74.953583 -21.09306 75.089981 -20.629999 75.057213 -20.718889 74.973312 -20.683611 74.888603 -20.76111 74.852753 -20.75111 74.823593 -20.603609 74.745247 -20.79723 74.665527 -21.003059 74.658951 -20.128059 74.669144 -20.004999 74.624161 -19.714729 74.585251 -19.411671 74.685257 -19.29528 74.660248 -19.276951 74.635529 -19.37945 74.550812 -18.97806 74.481644 -19.378059 74.260803 -19.596951 74.234703 -20.20084 74.276657 -20.208611 74.309143 -20.363609 74.443039 -20.503889 74.451637 -21.63834 74.444977 -21.817221 74.483032 -21.879721 74.544144 -22.09 74.598038 -22.10667 74.584702 -21.942499 74.533043 -21.764999 74.419418 -21.80389 74.389137 -22.032499 74.3172 -22.47917 74.30748 -22.05806 74.28775 -22.03833 74.256088 -22.067499 74.22554 -22.338341 74.157204 -22.206671 74.16275 -22.15834 74.126648 -22.450001 74.09137 -22.480829 74.068314 -21.980829 73.998032 -22.00695 73.970261 -21.870279 73.904709 -21.814171 73.844421 -21.853889 73.763313 -21.815559 73.652206 -21.70306 73.701103 -21.76528 73.868591 -21.889721 73.926651 -21.868059 73.953583 -21.91778 73.981369 -21.862499 74.036087 -21.66556 74.058296 -21.085279 73.941933 -20.28334 73.87999 -20.24917 73.828873 -20.53334 73.72081 -20.458611 73.637482 -20.523609 73.565811 -20.5075 73.545807 -20.370001 73.527222 -20.40028 73.494713 -20.516109 73.450813 -20.851669 73.453308 -21.48889 73.483582 -21.61389 73.463028 -21.58556 73.44136 -21.551941 73.395538 -22.22695 73.245247 -22.421949 73.254967 -23.395559 73.416367 -24.0 73.603867 -24.035 73.666092 -23.98278 73.722198 -23.5042 73.683517 -23.03528 73.60054 -22.67445 73.545258 -22.23695 73.614166 -22.20056 73.628036 -22.759991 73.573959 -23.16361 73.654427 -23.91222 73.751938 -24.027229 73.815262 -24.223339 73.78775 -24.45472 73.695824 -24.459169 73.629433 -24.377781 73.557213 -24.904449 73.594971 -24.995001 73.638046 -24.960831 73.691933 -25.009451 73.718872 -25.43556 73.824692 -25.50806 73.90387 -25.688101 73.951553) #(58.182331 74.572563 58.636662 74.416924 58.572491 74.384697 58.636379 74.357758 58.65443 74.308594 58.722221 74.30304 58.725819 74.261642 58.53582 74.236649 58.65527 74.215813 58.328041 74.184692 58.310822 74.221359 58.257488 74.207474 58.270821 74.170532 58.51749 74.136917 58.299709 74.086357 58.20805 74.141647 58.134159 74.133591 58.172489 74.098862 58.095268 74.055817 58.197208 74.044693 58.222759 74.008873 58.11499 73.983307 57.881939 74.01387 57.533871 74.181923 57.413319 74.176933 57.516109 74.122757 57.509991 74.079697 57.257488 74.076103 57.548599 74.060257 57.911652 73.915527 57.817211 73.887192 57.90749 73.870247 57.944149 73.803307 57.90638 73.781647 57.697491 73.712753 57.598881 73.773857 57.40276 73.838318 56.711391 73.873306 57.36694 73.811653 57.613602 73.662201 57.5686 73.606087 57.229988 73.555817 56.9725 73.596916 56.809429 73.670807 56.723049 73.673576 56.75499 73.638313 57.237209 73.506088 57.248322 73.480797 57.17527 73.441093 57.17416 73.416641 56.887489 73.309418 56.764431 73.364151 56.74221 73.342484 56.744431 73.258324 56.71888 73.242752 56.09 73.297203 56.034161 73.336639 56.031391 73.401367 55.982208 73.428589 55.867771 73.435806 55.97916 73.389137 55.976101 73.349983 55.925228 73.312408 55.401619 73.385834 54.971661 73.4422 54.781651 73.429977 54.220551 73.323029 54.05444 73.362762 54.04361 73.386642 54.413879 73.476357 54.293049 73.463867 54.1936 73.498306 54.495281 73.595543 55.28471 73.711357 54.82526 73.682747 54.86805 73.718872 54.855259 73.727753 54.484989 73.693039 54.40554 73.641083 54.200001 73.599426 53.64027 73.743874 53.630001 73.768311 53.65749 73.806923 53.774151 73.775818 53.90778 73.780533 54.249722 73.910812 54.598598 73.94664 54.80444 73.981087 54.58527 74.011642 55.053051 74.175262 55.847221 74.099136 55.867222 74.11554 55.803329 74.141083 55.077209 74.258324 55.09082 74.26886 55.346939 74.282204 55.713051 74.269417 55.740822 74.300812 55.230259 74.368874 55.415539 74.441093 56.270828 74.477753 56.258049 74.501083 56.1586 74.486076 56.017208 74.497757 56.081669 74.516922 56.008331 74.541641 55.85416 74.548309 55.655819 74.516083 55.7061 74.551933 55.498051 74.572197 55.569439 74.610527 55.520821 74.64415 55.571659 74.659698 55.797779 74.688583 55.914719 74.657761 56.303051 74.710251 56.425541 74.699142 56.97411 74.689011) #(143.185 73.203308 141.7794 73.294983 141.3622 73.363586 140.7027 73.45137 140.3824 73.42804 140.00909 73.354424 139.8391 73.345543 139.67661 73.36554 139.65269 73.420258 139.72861 73.440262 140.3136 73.452477 140.6494 73.568863 140.7097 73.634407 140.95 73.822479 141.1646 73.877823 141.3564 73.86026 141.56329 73.898323 142.0477 73.917213 142.5766 73.820251 143.4319 73.522476 143.5266 73.436081 143.43629 73.40303 143.5439 73.231087 143.185 73.203308) #(-24.56056 73.04747 -23.009171 73.094971 -22.87528 73.154984 -23.131109 73.181374 -23.59972 73.183594 -24.724449 73.291924 -24.98889 73.301666 -24.85 73.322746 -23.74111 73.224701 -23.230829 73.219994 -23.26861 73.257751 -23.510281 73.303307 -24.418329 73.414703 -25.21611 73.409416 -25.29306 73.384697 -25.302219 73.323318 -25.695841 73.203033 -25.707781 73.180252 -25.535839 73.136642 -24.56056 73.04747) #(120.2286 73.032204 119.6985 73.041168 119.7594 73.074982 119.6355 73.121368 119.7516 73.157471 119.8964 73.166367 120.1133 73.148323 120.2783 73.098862 120.2139 73.054977 120.2286 73.032204) #(70.110527 73.020813 70.002197 73.063873 70.106369 73.098312 70.241089 73.03775 70.411636 73.035538 70.754967 73.10997 71.676651 73.176933 71.648323 73.237473 71.432747 73.348312 71.382477 73.310532 71.210533 73.268044 71.019699 73.264977 70.98526 73.281921 71.087753 73.299973 71.144699 73.400528 71.104141 73.429703 71.113037 73.446091 71.249153 73.433296 71.247482 73.454147 70.930527 73.516083 70.485527 73.493027 70.124687 73.439972 69.955261 73.387756 70.06665 73.257202 70.031921 73.187759 69.916367 73.126648 69.873749 73.050461 70.110527 73.020813) #(86.785782 72.991348 86.750526 73.092194 86.373871 73.242203 85.914703 73.32637 85.843307 73.37442 85.857193 73.481369 86.021927 73.520538 87.176933 73.616928 87.343307 73.699982 87.322479 73.704422 87.642761 73.834137 87.64859 73.858871 87.638313 73.904419 87.523857 73.906082 87.530533 73.851357 87.437759 73.816933 87.267761 73.845543 86.962479 74.01442 87.024139 74.045807 87.419693 74.010529 87.393593 74.02887 87.320824 74.051651 86.888603 74.0672 86.718033 74.134697 86.802467 74.178864 86.760529 74.208038 86.549149 74.251923 86.038857 74.261917 85.941933 74.286926 85.961357 74.314148 85.911362 74.334702 85.911636 74.356918 86.000809 74.36525 86.299423 74.309982 86.29747 74.339706 86.049698 74.41304 86.164429 74.421371 86.321091 74.4422 86.587753 74.43248 86.607193 74.384697 86.877472 74.391083 86.952477 74.376083 86.906372 74.354424 86.723587 74.318588 86.712753 74.297203 86.968582 74.338593 87.007477 74.269974 87.053307 74.291924 87.025253 74.334976 87.018311 74.366364 87.261093 74.352203 87.055817 74.399406 87.079697 74.417213 87.078308 74.440262 86.787483 74.422203 86.53804 74.510529 86.780533 74.554428 86.31192 74.603317 85.920532 74.610809 85.770248 74.649406 86.08136 74.722198 86.124687 74.761917 86.042213 74.818314 86.207474 74.810257 86.380249 74.755249 86.221649 74.753311 86.342194 74.699142 86.472473 74.722748 86.638313 74.69136 86.601639 74.666924 86.629433 74.650528 86.960533 74.603027 86.955811 74.624969 86.761917 74.702759 86.897751 74.751373 87.060257 74.722473 87.081093 74.775818 87.037483 74.798309 87.078033 74.85498 87.365807 74.931091 87.371643 74.955811 87.171371 74.984154 87.241638 74.999977 87.428589 74.99942 87.481369 74.971077 87.429977 74.95192 87.594971 74.934692 87.558594 74.958588 87.758324 75.012192 87.738037 75.035248 86.900253 75.083313 86.923576 75.127197 87.035248 75.158043 87.290253 75.160538 87.987198 75.099983 88.315262 75.173309 88.33165 75.234154 88.502762 75.283859 88.626083 75.26387 88.58136 75.293869 88.56665 75.324692 88.885246 75.400528 89.081093 75.406372 88.965263 75.431641 89.252762 75.503036 89.407204 75.437469 89.719147 75.44664 89.610527 75.486076 89.660812 75.498871 90.054138 75.517471 90.050812 75.531082 89.939697 75.546371 89.938583 75.568314 90.894974 75.664703 90.978317 75.614967 91.163589 75.661087 91.233871 75.626083 91.647202 75.647751 91.620247 75.69664 93.854141 75.88414 94.161926 75.942749 94.060257 75.92804 93.636093 75.899696 93.550537 75.946907 93.440811 75.913589 93.494141 75.893593 93.483871 75.879433 93.395538 75.876083 93.31192 75.92804 93.303864 75.963028 93.285248 75.976089 92.96109 75.929138 93.087479 75.908043 93.069427 75.890808 92.886368 75.893044 92.904137 75.917763 92.826637 75.963593 92.925537 75.990807 92.91748 76.051651 93.049423 76.065262 93.109154 76.01886 93.221359 76.042213 93.224136 76.063873 93.162483 76.074982 93.136368 76.094147 93.39386 76.111649 93.436371 76.096916 93.351929 76.074982 93.381927 76.048859 93.407204 76.027763 93.409973 76.011642 93.943863 76.043869 93.983032 76.058868 93.76886 76.094421 94.380249 76.119423 94.493874 76.049149 94.731918 76.124687 94.549423 76.152206 94.785248 76.150818 94.925262 76.110809 95.411926 76.158043 96.15387 76.099701 96.19664 76.077759 95.991638 76.060532 96.075256 76.053307 95.980797 76.026367 96.004433 75.99054 95.569977 75.885803 95.760529 75.85498 95.823029 75.912201 95.951103 75.949982 96.342194 75.959427 96.267471 75.99025 96.511917 76.009979 96.665527 75.97081 96.601929 75.943588 96.450531 75.866928 96.83136 75.888603 97.043587 75.979713 97.395538 76.044418 97.314972 76.020538 97.19136 75.974426 97.248306 75.955261 97.212196 75.928589 97.319702 75.947197 97.368027 75.980797 97.838593 75.984154 97.806641 76.022202 97.549698 76.052467 97.760246 76.093872 97.90303 76.057213 98.217484 76.098038 97.915253 76.121368 98.049698 76.158043 98.361359 76.174149 98.551086 76.224701 98.817467 76.261917 98.736359 76.210251 98.7397 76.196373 99.276917 76.214142 99.278313 76.198593 99.089417 76.160538 99.181923 76.125526 99.574692 76.155533 99.601639 76.124153 99.467194 76.09581 99.576637 76.077477 99.558594 76.060532 99.640808 76.081917 99.761642 76.044418 99.765259 76.02359 99.68248 75.967758 99.683868 75.889687 99.58136 75.821907 99.254967 75.77359 99.220261 75.748032 99.264687 75.712196 99.16748 75.673309 99.096649 75.584137 99.159698 75.537201 99.753036 75.453873 99.714417 75.435806 99.712479 75.40831 99.785049 75.370529 99.997627 75.272263 100.1807 75.17334) #(-96.915283 72.917763 -96.743057 72.933594 -96.636688 72.965813 -96.568893 73.062187 -96.650284 73.139977 -96.771118 73.113586 -96.730827 73.142761 -96.771973 73.181641 -97.059448 73.142197 -97.141113 73.085533 -97.130836 73.039703 -97.017792 72.940536 -96.915283 72.917763) #(-105.3642 72.863861 -105.2042 72.864151 -105.3239 72.914703 -105.1989 72.938873 -104.6492 73.280807 -104.5486 73.414703 -104.5756 73.453873 -104.4897 73.526917 -105.1486 73.75415 -105.5353 73.762756 -105.7267 73.728592 -106.2056 73.734154 -106.6581 73.695251 -107.0183 73.504967 -107.017 73.472748 -106.4661 73.401367 -106.1575 73.285812 -106.1817 73.264977 -106.0444 73.219421 -106.1014 73.189697 -105.9881 73.169418 -105.3642 72.863861) #(74.674423 72.858871 74.708588 72.896637 74.635246 72.943863 74.686081 73.061653 74.741928 73.085251 74.892761 73.074692 74.4272 73.131927 74.184143 73.101639 74.106613 73.032997 74.596359 72.867752 74.674423 72.858871) #(129.14079 72.781647 128.31329 72.810532 128.2916 72.871094 128.4577 72.899979 129.1411 72.848587 129.2444 72.813873 129.14079 72.781647) #(-79.209183 72.74498 -78.273071 72.890533 -77.704468 72.897202 -77.206703 72.844971 -76.315582 72.8172 -76.093918 72.858032 -76.062241 72.906921 -76.103912 72.936371 -76.227226 72.94664 -76.331703 72.969971 -76.260567 72.997192 -76.323639 73.026367 -76.241127 73.092194 -76.396683 73.109421 -76.633911 73.171921 -76.579742 73.219704 -76.760849 73.318863 -77.049187 73.361923 -77.203079 73.505539 -78.166412 73.66803 -79.45224 73.630539 -80.435013 73.766083 -80.771667 73.749687 -80.863892 73.74498 -80.795578 73.702187 -80.815292 73.639687 -80.897781 73.596649 -80.695297 73.477753 -80.820282 73.489151 -80.858627 73.469704 -80.861954 73.396362 -80.892517 73.374687 -80.797523 73.276917 -80.445297 73.250809 -80.143341 73.216919 -80.113907 73.174423 -80.172813 73.162483 -80.176407 73.138313 -80.122803 73.114433 -80.181412 73.043869 -79.998917 72.863037 -79.54335 72.748581 -79.209183 72.74498) #(79.396088 72.699692 79.554977 72.724136 79.581917 72.748871 79.513313 72.889137 79.372757 73.026367 79.194702 73.09581 79.111649 73.085533 78.676102 72.901337 78.578583 72.845543 78.604713 72.80304 78.726639 72.785812 79.396088 72.699692) #(-21.90472 72.676651 -21.87389 72.719421 -22.18778 72.81192 -22.05584 72.830811 -21.903891 72.911636 -22.020559 72.92247 -22.223061 72.971077 -23.273331 73.062759 -24.57667 72.974983 -24.584999 72.946373 -24.528891 72.895813 -23.48695 72.869713 -22.906111 72.83609 -22.79167 72.79248 -22.617229 72.73082 -22.64389 72.715263 -22.046671 72.710533 -22.081949 72.683029 -21.90472 72.676651) #(127.3226 72.652863 127.6941 72.700813 127.8786 72.761917 128.3019 72.78775 129.33611 72.708038 129.3461 72.697197 129.1658 72.653587 128.65109 72.707474 128.32719 72.668297 127.3226 72.652863) #(100.1807 75.17334 100.1958 75.204971 99.791367 75.374969 99.812759 75.443039 99.793869 75.478317 99.209137 75.54747 99.170532 75.57692 99.246918 75.6772 99.357193 75.701637 99.281921 75.738037 99.326103 75.771088 99.604424 75.777763 99.875526 75.904137 99.912201 75.942467 99.878311 75.993874 99.820251 76.013313 99.837196 76.037201 99.858307 76.103027 99.643311 76.189697 99.585251 76.272751 99.40387 76.275528 99.283043 76.341637 99.01886 76.354141 99.018044 76.396637 98.813026 76.478317 98.919693 76.519417 99.614433 76.469971 100.3227 76.462753 100.843 76.533577 100.9455 76.502472 101.7266 76.446907 101.8369 76.400528 102.2336 76.377197 102.1914 76.407204 100.8783 76.551361 101.1016 76.610527 101.1133 76.679138 101.1927 76.737473 101.2247 76.765533 100.9641 76.784973 100.8497 76.878593 100.9466 76.984154 101.2311 76.992752 101.2369 77.024696 101.1672 77.060532 101.2016 77.094704 102.1272 77.396637 102.2855 77.378036 102.5566 77.500259 102.9189 77.551086 102.9286 77.586357 103.2583 77.656372 103.2997 77.634697 103.4614 77.623871 104.1061 77.731087 104.3333 77.714417 104.2647 77.695534 104.2675 77.675812 104.368 77.663857 104.6475 77.700256 104.7772 77.689148 104.8086 77.624687 104.9772 77.586357 105.8719 77.563583 105.8347 77.536636 105.9005 77.517761 105.9239 77.454422 106.2542 77.378311 106.1841 77.344971 105.7375 77.361359 105.4375 77.272202 105.5366 77.261642 105.4228 77.234421 104.3017 77.125259 104.1294 77.088318 105.3991 77.083313 105.9316 77.137192 105.9275 77.116638 105.7364 77.057747 105.7683 77.032204 105.5116 77.027763 105.4339 77.003311 105.4539 76.974426 105.7122 76.978027 106.1941 77.061653 106.3625 77.04303 106.7758 77.000526 106.6447 77.02887 106.7833 77.050262 106.9536 77.02803 107.265 77.018044 107.2383 76.993591 107.4647 76.930252 107.4914 76.90831 107.2605 76.88414 107.3403 76.861649 107.1977 76.847473 107.2605 76.837753 107.2116 76.80304 107.0644 76.796082 107.0422 76.749977 106.7203 76.711906 106.7972 76.66803 106.6786 76.585823 106.5547 76.549423 106.5303 76.593033 106.4291 76.601929 106.3655 76.579422 106.4011 76.509697 106.8236 76.464417 107.343 76.531647 107.5753 76.503593 107.8758 76.535248 108.0 76.635246 107.9839 76.653313 107.9036 76.666367 107.9191 76.730263 108.2978 76.72998 108.3019 76.699142 109.0703 76.736076 109.8008 76.708313 110.5411 76.760246 110.9244 76.729141 110.9294 76.758034 111.1341 76.745529 111.0647 76.717758 111.1239 76.678589 111.2255 76.707199 111.5525 76.679977 111.4772 76.637482 111.4664 76.612473 111.7675 76.603317 112.195 76.466919 111.8266 76.339417 112.1122 76.416092 112.3089 76.443588 112.7458 76.323593 112.6583 76.314697 112.7394 76.284416 112.6452 76.218582 112.5014 76.238586 112.6047 76.192467 112.7828 76.192467 112.8553 76.141922 112.7933 76.079147 112.6086 76.049973 112.595 76.039703 113.0189 76.072197 113.0361 76.093033 112.9894 76.13414 113.0197 76.153587 113.1264 76.15387 113.27 76.1297 112.9589 76.223862 112.9375 76.257751 113.2169 76.264687 113.2944 76.241638 113.2361 76.203873 113.3652 76.203583 113.4689 76.130539 113.4355 76.103027 113.4466 76.039978 113.5503 76.019417 113.4992 75.983582 113.5403 75.974983 113.53 75.949692 113.4394 75.940536 113.5597 75.890808 113.4908 75.853317 113.6486 75.875259 113.6197 75.921082 113.8025 75.933296 113.8569 75.906647 113.8244 75.888031 113.888 75.855797 113.888 75.836639 113.7575 75.712196 113.7053 75.597748 113.633 75.577187 113.5539 75.536926 113.4217 75.538857 113.5911 75.628311 113.5861 75.659973 113.3177 75.68692 113.0391 75.67276 113.138 75.700813 113.115 75.717758 112.5805 75.843582 112.3575 75.85025 112.3747 75.83136 112.8225 75.733032 112.8541 75.698868 112.7464 75.696091 112.8816 75.633324 112.7911 75.569427 112.8461 75.54303 113.0119 75.546082 113.0341 75.563873 112.9833 75.597198 113.0022 75.610809 113.2503 75.649139 113.3005 75.633034 113.2558 75.569138 113.3505 75.527206 113.5772 75.505249 113.6316 75.522202 113.6808 75.49498 113.7175 75.408577 113.5747 75.40831 113.525 75.385246 113.6394 75.383873 113.6705 75.361359 113.6061 75.283859 112.8547 74.977753 112.0922 74.861359 112.0805 74.80748 111.778 74.661636 111.4055 74.688309 110.9844 74.592484 111.0519 74.570251 110.5222 74.473038 110.3469 74.491364 110.2805 74.47525 110.3897 74.443588 110.3658 74.414139 110.2016 74.365807 109.5577 74.307213 109.7575 74.28331 109.9153 74.305817 109.9775 74.289703 109.9441 74.232193 109.8453 74.175537 109.4958 74.079147 109.0811 74.036636 108.5241 73.802467 108.4339 73.813873 108.4914 73.770248 108.0661 73.631088 107.1425 73.6147 107.1022 73.570534 107.1586 73.558296 107.1597 73.539139 106.8794 73.44165 106.8111 73.344971 106.6714 73.303307 106.2044 73.310257 106.0453 73.260246 106.0189 73.148323 105.8491 73.098038 105.8269 72.994713 105.5014 72.860527 105.1292 72.786362 105.0714 72.764137 105.4566 72.759979 105.6669 72.81192 106.0202 72.951637 106.288 72.960251 106.2097 72.97998 106.1825 73.051651 106.1933 73.136642 106.3528 73.190262 106.7919 73.139977 107.7922 73.17276 108.0694 73.244423 108.353 73.219704 108.393 73.245796 108.3594 73.268044 108.2077 73.268311 108.2289 73.294418 108.3616 73.299698 109.2419 73.39415 109.2586 73.415253 109.21 73.435532 109.2125 73.46637 109.4178 73.411926 109.4294 73.444702 109.1769 73.515533 109.1922 73.545807 109.245 73.52887 109.6005 73.445534 110.1022 73.508324 110.1558 73.544693 110.1089 73.556091 110.1186 73.576103 110.4241 73.603867 110.4 73.627472 110.4639 73.646362 110.6103 73.64386 110.9219 73.700813 110.9 73.764687 110.6483 73.787483 110.2411 73.695251 109.798 73.700256 109.733 73.662201 109.6333 73.695824 109.5247 73.789703 109.5369 73.822197 109.8319 73.875526 109.9033 73.970543 110.0311 74.009697 110.2272 74.022751 111.023 73.905807 111.1 73.947197 111.0622 73.982193 111.1075 74.019699 111.1972 74.038589 111.5183 74.048576 111.5822 74.029984 111.5361 74.004433 111.2314 73.993874 111.2014 73.967484 111.3183 73.844147 111.6969 73.758034 112.2483 73.706917 112.6064 73.719147 112.8447 73.748306 112.9603 73.806641 112.9422 73.843872 112.8136 73.966919 112.825 73.997192 112.8878 73.964981 113.4033 73.67775 113.418 73.580811 113.2591 73.549423 113.1447 73.439972 113.4994 73.334137 113.4847 73.286362 113.5202 73.093033 113.4519 73.005814 113.4864 72.958313 113.415 72.928589 113.1172 72.86026 113.0897 72.831917 113.1864 72.717758 113.3014 72.678307 113.6142 72.624969 114.0919 72.594971) #(128.60941 72.527481 128.1006 72.631989 128.68829 72.672203 128.9091 72.636093 128.9722 72.590813 128.8013 72.554703 128.60941 72.527481) #(-119.7363 74.024727 -119.8042 74.046921 -119.8242 74.094704 -119.6397 74.199142 -120.9717 74.41803 -121.0022 74.467758 -121.1508 74.509979 -121.6519 74.548576 -122.1186 74.491928 -122.8664 74.448868 -124.7556 74.342758 -124.775 74.319138 -124.6042 74.312469 -124.6931 74.269417 -124.5581 74.266083 -124.4267 74.109703 -124.4678 74.094971 -124.2558 73.953583 -124.2175 73.872757 -124.1342 73.848312 -123.9078 73.834702 -123.7747 73.76442 -123.8442 73.696091 -124.0678 73.654694 -124.0786 73.622757 -124.0389 73.586906 -124.1014 73.523857 -124.3056 73.478592 -124.4458 73.411087 -124.4094 73.366638 -124.6708 73.186653 -124.6447 73.156372 -124.7947 73.134697 -124.8625 73.068863 -124.7261 73.006638 -124.4972 72.977203 -124.4972 72.919693 -125.1 72.871368 -125.1125 72.85025 -125.0261 72.821091 -124.9678 72.705261 -124.96 72.680817 -125.0703 72.636093 -125.0781 72.616364 -124.9689 72.60498 -124.9528 72.565262 -125.2639 72.494423) #(126.5106 72.400414 126.4969 72.402367 126.4277 72.427467 126.3022 72.507477 126.3841 72.618874 126.3378 72.722473 126.4497 72.791641 126.33 72.890533 126.3619 72.91748 126.6653 72.995529 126.78 73.089417 126.7347 73.130249 126.7628 73.173576 126.6005 73.257477 126.6541 73.304138 126.5611 73.377762 126.6594 73.386093 126.6594 73.416924 126.7269 73.444427 126.8275 73.37886 126.8419 73.436081 126.9305 73.427467 126.9228 73.495247 126.8722 73.511093 126.9136 73.53331 127.2378 73.532471 127.4439 73.479424 127.7269 73.479424 127.9842 73.458313 127.8972 73.431374 128.07359 73.399696 127.9608 73.345543 128.3652 73.352203 128.23579 73.261368 128.6552 73.257751 128.9561 73.183296 128.948 73.145813 128.8477 73.149696 128.8652 73.119423 128.8158 73.094704 128.7872 73.063583 129.0974 73.130814 129.1183 73.094704 129.0527 73.023323 128.93111 72.984154 128.33659 72.915527 128.21049 72.86554 128.2444 72.823868 128.1741 72.807747 127.3358 72.710823 127.1308 72.639137 126.5208 72.526367 126.5819 72.411362 126.5106 72.400414) #(126.1255 72.300537 125.6917 72.375809 125.193 72.550262 124.9005 72.598312 124.7411 72.674149 124.3828 72.673309 124.073 72.768593 122.7069 72.921371 122.4378 72.971336 122.4366 72.972397 122.4653 73.012756 122.5216 73.022202 122.7016 73.01442 122.9883 72.938873 123.2089 72.92247 123.348 72.985809 123.3094 73.020813 123.4158 73.092758 123.4611 73.067749 123.4672 73.105797 123.3878 73.122757 123.3989 73.170258 123.5158 73.16275 123.6589 73.16803 123.6069 73.188309 123.6655 73.20636 123.38 73.296921 123.3261 73.343307 123.4136 73.383591 123.2191 73.404694 123.3103 73.463318 123.3633 73.443314 123.4111 73.444138 123.2744 73.528587 123.2575 73.55748 123.368 73.557747 123.3158 73.591919 123.4211 73.578033 123.3769 73.662483 123.5311 73.689697 123.5491 73.709702 123.6278 73.696373 123.5761 73.673859 123.6408 73.625809 123.6855 73.60025 123.9908 73.62915 123.988 73.647751 123.908 73.673576 123.9327 73.737762 123.8964 73.75415 123.9347 73.771637 124.0411 73.723312 124.0047 73.698303 124.0352 73.681091 124.2244 73.719971 124.2247 73.751083 124.3819 73.80275 124.9125 73.683594 124.9936 73.621643 125.0611 73.653313 125.0461 73.6772 125.133 73.685257 125.2141 73.64415 125.1689 73.556641 125.2514 73.535812 125.3433 73.54776 125.3708 73.596649 125.648 73.523033 125.5164 73.448868 125.5722 73.401917 125.8764 73.461639 125.8172 73.488037 125.9061 73.509407 125.9091 73.534416 125.9719 73.527206 125.9539 73.457474 125.9089 73.429977 125.9608 73.424423 126.0183 73.458862 126.0172 73.507477 126.2878 73.550812 126.4022 73.507751 126.3286 73.425812 126.1819 73.459427 126.1472 73.434982 126.2308 73.416367 126.2483 73.392471 126.1566 73.37442 126.415 73.408577 126.5472 73.345261 126.5561 73.23497 126.715 73.084427 126.67 73.050537 126.3639 72.938873 126.2939 72.899696 126.2866 72.85553 126.3816 72.798859 126.378 72.77359 126.268 72.695534 126.3017 72.635246 126.248 72.531647 126.253 72.494423 126.3866 72.408577 126.383 72.389687 126.1255 72.300537) #(76.973587 72.281647 77.801933 72.300537 78.393044 72.489151 78.356369 72.519417 78.184982 72.576103 77.807213 72.619713 77.580261 72.624969 77.304428 72.535812 77.234421 72.460251 76.888313 72.354713 76.868446 72.343628 76.86116 72.329536 76.890533 72.293587 76.973587 72.281647) #(-22.277229 72.113861 -22.152229 72.136642 -22.12611 72.170807 -22.19417 72.203873 -22.06139 72.269974 -22.31278 72.253036 -22.31139 72.301651 -22.59306 72.344971 -22.742781 72.38942 -22.75695 72.44136 -22.65028 72.466637 -22.034451 72.386093 -21.932501 72.399139 -21.941669 72.478867 -22.02306 72.497482 -22.205 72.482758 -22.16445 72.5047 -22.96806 72.721077 -23.11195 72.819138 -23.567499 72.831917 -23.73473 72.859703 -24.301109 72.866638 -24.48473 72.825813 -24.40167 72.724136 -24.40361 72.65303 -24.22583 72.542213 -24.15167 72.543297 -24.01111 72.509407 -24.004999 72.482193 -24.06139 72.474426 -24.05945 72.439697 -23.946951 72.466637 -23.06139 72.303307 -22.99334 72.251648 -22.68306 72.166367 -22.500839 72.204971 -22.509171 72.185257 -22.596109 72.160248 -22.563061 72.13887 -22.277229 72.113861) #(128.7269 72.074692 128.4758 72.137756 128.5127 72.15831 128.53799 72.178307 128.15331 72.242477 127.848 72.351357 127.4614 72.441933 126.6759 72.42894 126.6503 72.454971 126.6827 72.49942 127.2783 72.608307 127.8455 72.636093 128.7294 72.462753 129.1299 72.478027 129.2766 72.451637 129.2394 72.413589 129.4861 72.352203 129.3214 72.284416 129.5316 72.242477 129.5563 72.218872 129.24361 72.132477 129.4861 72.126923 129.3499 72.092758 128.7269 72.074692) #(-94.056122 71.982758 -94.031952 72.063026 -94.190292 72.01915 -94.228622 72.039978 -94.066963 72.076637 -94.014183 72.163857 -93.787231 72.322746 -93.628067 72.341919 -93.463348 72.462196 -93.498917 72.521927 -93.606117 72.587196 -93.769447 72.624969 -93.823334 72.65303 -93.791122 72.689148 -93.794167 72.738861 -94.327507 72.721649 -94.321953 72.759407 -94.263062 72.774139 -93.603348 72.774979 -93.334457 72.811371 -93.222778 72.780807 -92.293327 72.706093 -92.109734 72.739151 -91.845863 72.846649 -91.368057 73.200813 -91.375557 73.210533 -91.63446 73.228867 -91.262512 73.26387 -90.921402 73.495247 -90.94696 73.514687 -90.989731 73.553307 -90.805283 73.546921 -90.583633 73.655807 -90.357529 73.806641 -90.382782 73.85025 -90.32724 73.872192 -90.275284 73.838593 -90.215561 73.878036 -90.225021 73.908577 -90.896973 73.98497 -91.838364 74.01886 -92.113358 73.981369 -92.113892 73.952187 -92.329727 73.942467 -92.273621 73.99054 -92.334473 74.031372 -92.638062 74.103027 -92.765556 74.085533 -92.748901 74.113312 -92.796677 74.124969 -93.431953 74.172203 -93.730827 74.154137 -93.761398 74.12915 -93.741127 74.087753 -93.95224 74.13887 -94.325577 74.123306 -95.088058 74.021362 -95.245293 74.010246 -95.325012 73.952477 -95.311401 73.885246 -95.154167 73.823593 -95.024727 73.855263 -94.958344 73.831917 -95.116119 73.806641 -95.089462 73.78331 -94.977226 73.733307 -94.649727 73.670807 -94.652237 73.64859 -95.041962 73.675812 -95.283623 73.76915 -95.450844 73.771088 -95.682251 73.711906 -95.676392 73.664978 -95.723343 73.639977 -95.619743 73.622192 -95.545013 73.57164 -95.700562 73.553864 -95.632782 73.527763 -95.684174 73.450256 -95.6539 73.412483 -95.600853 73.381638 -95.618896 73.348862 -95.585564 73.298027 -95.597237 73.219421 -95.573624 73.15303 -95.500313 73.128593 -95.647781 73.116638 -95.688606 73.080544 -95.643623 73.04747 -95.7164 72.993027 -95.623337 72.92276 -95.675293 72.841087 -95.652237 72.788589 -95.550293 72.781082 -95.600281 72.722748 -95.458618 72.682213 -95.133621 72.460251 -95.236389 72.428589 -95.15889 72.345261 -95.214752 72.200256 -95.15889 72.135803 -95.204727 72.102753 -95.083618 72.097748 -95.196671 72.052467 -95.196671 71.986076 -94.69278 72.013313 -94.056122 71.982758) #(55.223572 71.924347 55.386662 71.94165 55.348881 71.97554 55.452492 72.053589 55.34444 72.064697 55.57526 72.182747 55.55444 72.213318 55.374439 72.301361 55.485821 72.381638 55.450829 72.436653 55.251381 72.435806 55.1325 72.453583 55.541931 72.474701 55.548328 72.521362 55.265541 72.584702 55.608318 72.536087 55.68111 72.571907 55.620541 72.616364 55.726379 72.639977 55.620541 72.700813 55.945541 72.666641 55.829708 72.745796 55.42944 72.784149 55.492222 72.810806 56.032768 72.773857 56.16415 72.792213 56.249149 72.946373 56.23027 72.97554 55.70805 72.948303 55.627781 72.96553 56.37999 73.006638 56.461658 73.051933 56.267208 73.071373 55.808041 73.059143 56.236938 73.091637 56.587769 73.130814 56.559719 73.160538 56.413879 73.229424 54.91444 73.422203 54.52721 73.370529 54.404709 73.310532 54.055538 73.266083 53.78944 73.3022 53.697781 73.286087 53.570271 73.231369 53.42387 73.237473 53.15332 73.155807 53.129711 73.088593 53.38166 73.008324 53.139721 73.006363 53.138599 72.959976 53.209709 72.935532 53.39193 72.931374 53.38554 72.904137 52.986382 72.921082 52.589161 72.85054 52.376381 72.724701 52.544159 72.674149 52.786381 72.676933 52.943138 72.672653 53.195469 72.656616 53.21944 72.647202 52.923321 72.667213 52.734989 72.617752 52.810829 72.611649 52.748878 72.586357 52.74221 72.553307 53.0975 72.594704 52.92387 72.553864 52.727211 72.5047 52.675282 72.472748 52.82111 72.444702 52.660831 72.426651 52.69305 72.366928 52.8036 72.347748 52.791382 72.33609 52.57943 72.367477 52.6786 72.334702 52.684429 72.308868 52.572208 72.279419 52.575272 72.258591 52.409721 72.282204 52.488609 72.239151 52.402771 72.222198 52.458611 72.182747 52.479721 72.144699 52.365002 72.157471 52.405548 72.122757 52.35194 72.06192 52.186939 72.082748 52.194988 72.129433 52.059158 72.068314 51.84193 72.158577 51.57444 72.070824 51.44194 71.936371 51.405819 71.805359) #(-83.635452 72.983582 -83.670303 72.998306 -85.170578 73.210823 -85.188629 73.228867 -85.11586 73.314423 -84.940567 73.363312 -84.756683 73.381088 -84.629204 73.298309 -84.339752 73.226089 -84.656418 73.390533 -84.625023 73.401367 -84.171692 73.47525 -83.724731 73.41304 -83.689468 73.323593 -83.630859 73.297203 -83.591141 73.307213 -83.633636 73.428864 -83.679749 73.453873 -83.978912 73.496643 -83.979187 73.518044 -83.176682 73.661926 -83.045837 73.645813 -82.841141 73.732758 -81.972504 73.730797 -81.47641 73.698029 -81.260033 73.563583 -81.180573 73.415253 -81.216141 73.303864 -81.19252 73.260529 -80.596413 73.148033 -80.549469 73.081917 -80.650864 72.969147 -80.618073 72.911087 -80.28363 72.777481 -80.258072 72.724426 -80.464752 72.665253 -80.556412 72.607193 -80.523911 72.577477 -80.813919 72.497757 -81.031418 72.390808 -81.376419 72.241364 -81.229736 72.258591 -80.880569 72.438309 -80.554749 72.512482 -80.509193 72.496643 -80.514473 72.3797 -80.680573 72.342194 -80.825577 72.257202 -80.839188 72.199692 -80.962799 72.196373 -80.569473 72.088318 -80.574188 72.068314 -80.646133 72.063309 -80.771408 72.104141 -80.99614 72.06665 -81.061974 72.054138 -81.046967 72.039978 -80.847504 72.056641 -80.793083 72.027763 -80.841423 71.939972 -80.983627 71.886368 -80.9039 71.885246 -80.756126 71.934143 -80.746964 71.982483 -80.556137 72.006927 -80.350594 72.069138 -80.352524 72.095543 -80.455307 72.146637 -80.486969 72.189423 -80.235313 72.203308 -80.306396 72.255249 -80.261139 72.294983 -80.194473 72.28775 -79.991676 72.176651 -79.704193 72.128311 -79.691971 72.141647 -79.924179 72.190536 -80.152252 72.310532 -80.115593 72.359421 -79.868362 72.43248 -79.861954 72.467484 -79.83696 72.498581 -79.734467 72.484421 -79.695557 72.460823 -79.76947 72.428864 -79.769203 72.412201 -79.595863 72.334702 -79.768913 72.245247 -79.769737 72.225807 -79.712784 72.21109 -79.689194 72.243591 -79.535858 72.268593 -79.450577 72.194977 -79.467239 72.24942 -79.543617 72.285812 -79.342529 72.400253 -79.16864 72.353867 -79.027786 72.277481 -78.965851 72.285812 -78.949463 72.266647 -79.036682 72.069427 -79.206703 71.986649 -79.190582 71.958313 -78.996689 71.965263 -78.585571 71.865807 -78.511139 71.8647 -78.51918 71.880249 -78.800583 71.970543 -78.924454 72.020538 -78.873901 72.0672 -78.878906 72.147476 -78.854462 72.173027 -78.512527 72.101089 -78.460861 72.073303 -78.381973 71.92804 -78.156967 71.811371 -77.906967 71.770538 -78.14003 71.830544 -78.321693 71.93692 -78.27919 71.953583 -78.14003 71.939423 -77.797523 71.792763 -77.752518 71.749153 -77.698349 71.81192 -77.866127 71.835251 -78.053093 71.929138 -78.334183 71.991364 -78.392242 72.098587 -78.696693 72.163589 -78.869461 72.229713 -78.79335 72.254967 -78.751968 72.28775 -78.795303 72.306091 -78.805023 72.333038 -78.604187 72.359421 -78.515846 72.330544 -78.52919 72.289703 -78.422241 72.170807 -78.384193 72.175537 -78.472794 72.242477 -78.458908 72.299973 -78.408363 72.325813 -77.793907 72.242203 -77.64447 72.186653 -77.650864 72.094704 -77.58725 72.134697 -77.622238 72.164429 -77.56752 72.180817 -76.997223 72.128036) #(-107.8062 71.612762 -107.9828 71.633324 -107.9761 71.666367 -108.0869 71.719704 -108.1925 71.699692 -108.2428 71.718582 -108.1653 71.7547 -108.2808 71.786926 -108.2914 71.881927 -108.1897 71.933296 -108.1914 71.960533 -108.2406 71.964417 -108.3328 71.925812 -108.2939 71.976357 -108.4122 71.989967 -108.4039 72.118317 -108.5364 72.142197 -108.6636 72.362762 -108.5881 72.505539 -108.6214 72.549973 -108.7036 72.580261 -108.8889 72.597748 -108.8511 72.567467 -109.0433 72.567467 -109.0336 72.61554 -108.9575 72.65831 -108.9636 72.679428 -109.6586 72.844704 -109.75 72.883873 -109.6181 72.909416 -109.735 72.934418 -109.8539 72.91748 -109.9189 72.968033 -110.4325 73.01442 -110.7083 73.002472 -110.7539 72.977753 -110.7428 72.957199 -110.4936 72.837753 -110.2117 72.818314 -110.1714 72.774979 -110.2408 72.752762 -110.2522 72.731644 -109.7703 72.722198 -109.8569 72.702759 -109.83 72.684982 -109.8328 72.663307 -110.0769 72.720993 -110.2128 72.711639 -110.1783 72.680817 -110.2631 72.676086 -110.2417 72.646088 -110.0931 72.656372 -109.8125 72.514687 -109.8886 72.484703 -110.2422 72.566933 -110.2367 72.548859 -109.8303 72.452187 -109.7828 72.429428 -109.9711 72.460251 -110.0506 72.433868 -110.1553 72.480263 -110.3842 72.555527 -110.5111 72.511642 -110.5142 72.488586 -110.6017 72.498871 -110.4789 72.5522 -110.7153 72.573029 -110.8333 72.51915 -110.797 72.472748 -111.002 72.471359 -110.9878 72.434418 -111.0842 72.407761 -111.0953 72.3797 -111.0653 72.344971 -111.0331 72.281921 -111.2775 72.36998 -111.3645 72.342484 -111.3622 72.36554 -111.2025 72.460251 -111.3094 72.460823 -111.5883 72.376373 -111.5892 72.342758 -111.4245 72.337196 -111.5908 72.299149 -111.7503 72.197746 -111.7861 72.222748 -111.7453 72.251923 -111.6517 72.319138 -111.6706 72.354141 -111.7944 72.323029 -111.8767 72.339417 -111.8597 72.373306 -111.6511 72.408859 -111.2628 72.579147 -111.2083 72.680817 -111.265 72.732758 -112.5636 72.959137 -113.0628 73.007477 -113.3028 72.948868 -113.5989 72.782761 -113.6064 72.758324 -113.41 72.729424 -113.4428 72.672203 -113.6997 72.604141 -113.7292 72.61554 -113.5842 72.664139 -113.5161 72.70192 -114.1031 72.632202 -114.3514 72.55748 -114.4633 72.560257 -114.6045 72.599953) #(180.0 71.539047 180.0 90.0 -180.0 90.0 -180.0 71.538849) #(-53.113899 71.538589 -52.759178 71.654984 -52.77306 71.661926 -53.43779 71.665817 -53.471951 71.65831 -53.442219 71.556923 -53.389179 71.543869 -53.113899 71.538589) #(179.8602 71.516647 179.9355 71.528214 180.0 71.539047) #(137.6608 71.415253 137.51221 71.476357 137.2652 71.487473 137.3958 71.447479 137.3127 71.429977 136.9913 71.515533 137.02769 71.532204 137.7502 71.594421 137.8902 71.570251 137.96249 71.505981 137.7905 71.434143 137.6608 71.415253) #(-51.34552 71.482986 -51.711948 71.505249 -52.399448 71.377472 -52.707512 71.381363 -52.990841 71.42276 -52.69862 71.521637 -52.430561 71.562759 -52.12529 71.57164 -51.7514 71.611649 -51.642231 71.704147 -51.664459 71.727753 -51.783352 71.721649 -51.863899 71.655258 -52.152241 71.611923 -52.5714 71.630249 -52.57806 71.689423 -52.902512 71.679977 -53.26334 71.708313 -52.921398 71.81665 -52.856682 71.861076 -52.904171 71.873871 -52.908352 71.908859 -52.700569 71.992203 -52.7089 72.015533 -52.78112 72.011368 -53.03307 71.905533 -52.983898 71.842484 -53.328899 71.770813 -53.373341 71.779694 -53.321949 71.822197 -53.31918 71.856918 -53.381401 71.917763 -53.393341 72.033859 -53.44223 72.063583 -53.690571 72.118317 -53.72168 72.144417 -53.753071 72.242752 -53.849731 72.309692 -53.82362 72.336906 -53.560291 72.348312 -53.62196 72.362198 -53.939739 72.336906 -53.950569 72.313309 -53.84779 72.258324 -53.845291 72.214706 -53.801682 72.131363 -53.581402 72.044418 -53.396679 71.851929 -53.412231 71.834137 -53.6339 71.736923 -53.878342 71.746918 -53.765011 71.715263 -53.72168 71.679428 -53.730839 71.649406 -53.801399 71.628311 -53.933338 71.642471 -54.03307 71.711639 -54.100288 71.707474 -54.041401 71.676651 -54.099461 71.633591 -53.848068 71.546921 -53.856121 71.508591 -53.915852 71.441933 -54.418339 71.363312 -54.878071 71.361923 -54.970009 71.4272 -55.12112 71.428307 -55.18362 71.464142 -55.267509 71.483307 -55.116959 71.386642 -55.165569 71.377472 -55.384178 71.39859 -55.555561 71.478867 -55.677792 71.62915 -55.60751 71.624687 -55.583069 71.644417 -55.879459 71.67276 -55.85223 71.713867 -55.443901 71.80275 -55.25806 71.768593 -55.3764 71.829971 -55.320011 71.881638 -54.822788 71.918587 -54.52029 72.059982 -54.430561 72.219971 -54.64806 72.058868 -54.626678 72.018044 -54.92001 71.931374 -55.267231 71.923859 -55.589741 71.984703 -55.51334 72.041924 -55.28307 72.061653 -55.403629 72.080261 -55.40279 72.093872 -54.8839 72.246368 -54.944462 72.362198 -54.764729 72.350807 -54.811401 72.364433 -54.97084 72.40387 -55.210781 72.373459 -55.285839 72.372482 -55.310841 72.464981 -55.341671 72.460533 -55.345852 72.401917 -55.507229 72.389687 -55.626122 72.421082 -55.643902 72.447746 -55.470291 72.521927 -55.373619 72.504967 -54.982792 72.507202 -55.01862 72.526917 -54.986401 72.573593 -54.65807 72.609154 -54.642509 72.62915 -54.843899 72.633873 -54.872231 72.672203 -54.589741 72.694138 -54.753071 72.743027 -54.53529 72.772202 -54.569462 72.796921 -54.825569 72.758873 -54.92168 72.779419 -54.605011 72.828033 -54.697788 72.902481 -54.81139 72.932747 -54.780849 72.984154 -54.798069 72.998581 -55.017231 72.994713 -55.052792 73.011642 -55.010288 73.058029 -55.027241 73.062759 -55.158352 73.012756 -55.220009 73.036926 -55.676121 73.055817 -55.709461 73.092758 -55.651951 73.121094 -55.479179 73.106087 -55.35973 73.164139 -55.360569 73.179428 -55.14529 73.181923 -55.147511 73.212196 -55.351959 73.238312 -55.45863 73.259697 -55.33112 73.309982 -55.367229 73.327759 -55.254181 73.388313 -55.099941 73.353073) #(-98.742477 71.270462 -98.198334 71.414703 -98.041397 71.530807 -98.497513 71.733307 -98.450562 71.794144 -98.263062 71.866638 -98.25528 71.902481 -98.212227 71.878593 -98.325562 71.798309 -98.355827 71.722748 -98.196671 71.643593 -97.896118 71.641922 -97.434448 71.617752 -97.084167 71.700256 -96.978348 71.795258 -96.861954 71.803864 -96.775284 71.843582 -96.68251 71.840813 -96.743057 71.819702 -96.726959 71.793587 -96.565018 71.823868 -96.503342 71.90303 -96.523064 71.934418 -96.736679 71.899406 -96.761948 71.918587 -96.638344 71.957474 -96.565567 71.946907 -96.502502 71.97554 -96.502228 72.038589 -96.672501 72.012756 -96.866959 72.041092 -96.508621 72.084976 -96.483063 72.113037 -96.53334 72.236923 -96.589737 72.250259 -96.561401 72.275528 -96.871948 72.321091 -96.29834 72.415817 -96.302231 72.433868 -96.448898 72.601639 -96.585281 72.693863 -96.517502 72.714706 -96.56778 72.753311 -96.882507 72.686081 -97.070282 72.608582 -97.196671 72.604424 -97.190567 72.640533 -97.046402 72.711639 -97.037231 72.746643 -97.236679 72.842484 -97.417793 72.864967 -97.266678 72.878593 -97.225014 72.939972 -97.299728 72.969704 -97.684448 73.033043 -97.99501 73.037483 -98.283623 72.963318 -98.428337 72.856087 -98.450562 72.874969 -98.427513 72.943588 -98.510559 73.009407 -97.708618 73.304703 -97.172234 73.352753 -97.150284 73.389977 -97.248901 73.429138 -97.173073 73.443588 -97.172501 73.460251 -97.248901 73.47554 -97.623611 73.45636 -97.667511 73.479424 -97.638062 73.538589 -97.436401 73.525528 -97.445282 73.579971 -97.202507 73.557213 -96.968903 73.633324 -96.932793 73.6922 -96.962509 73.738586 -97.223618 73.856369 -97.621117 73.89386 -97.783073 73.858582 -97.837509 73.867477 -97.737228 73.900818 -97.74556 73.909973 -97.887802 73.899406 -98.008057 73.838318 -98.856667 73.752762 -99.136124 73.742752 -99.163071 73.688026 -99.247787 73.696091 -99.20668 73.725807 -99.398064 73.798859 -99.795288 73.872192 -99.816116 73.936081 -99.998062 73.943863) #(-99.998062 73.943863 -100.2658 73.899979 -100.2997 73.86026 -100.2292 73.831917 -100.0267 73.836906 -99.880836 73.900528 -99.843338 73.878311 -99.849731 73.859154 -99.955841 73.813873 -100.0269 73.729713 -100.1494 73.799149 -100.8864 73.827477 -101.1183 73.723312 -100.8539 73.662201 -100.9117 73.622757 -100.5517 73.598862 -100.5439 73.556374 -100.5875 73.530533 -100.5986 73.491089 -100.415 73.41803 -100.4306 73.406921 -100.5186 73.416924 -100.9094 73.599701 -101.2172 73.604141 -101.6167 73.48526 -101.0011 73.28804 -100.8233 73.260803 -100.3361 73.324982 -100.4022 73.365807 -100.3336 73.388313 -100.0656 73.248032 -99.794724 73.213318 -99.819733 73.193314 -100.0533 73.186371 -100.3014 73.281082 -100.5231 73.23053 -100.4728 73.193314 -100.6078 73.146362 -100.5147 73.114433 -100.4489 73.08136 -100.2956 73.118027 -100.17 73.078583 -100.2208 73.04248 -100.1406 73.048027 -100.1286 73.010529 -100.0467 72.952187 -100.0775 72.886917 -100.3261 72.878036 -100.3225 72.910812 -100.2611 72.921082 -100.2631 72.960251 -100.3817 72.949142 -100.4186 72.983871 -100.3433 73.01387 -100.317 73.034149 -100.4103 73.034973 -100.4989 72.950531 -100.4408 72.91803 -100.3336 72.848038 -100.3153 72.802467 -100.4483 72.735527 -100.8281 72.758591 -100.8325 72.72554 -100.8414 72.70192 -101.0575 72.686653 -101.2964 72.74498 -101.3222 72.778313 -101.42 72.786087 -101.455 72.821373 -101.5717 72.890259 -101.6345 72.886917 -101.7397 72.97525 -101.8842 73.024696 -101.9072 73.05275 -102.1506 73.086357 -102.5178 73.021362 -102.6128 72.896637 -102.7495 72.8172 -102.7614 72.779694 -102.6531 72.679138 -101.912 72.472198 -101.8842 72.397202 -101.8903 72.362473 -101.5111 72.279137 -101.4025 72.244141 -101.3958 72.286926 -101.2328 72.333588 -101.0375 72.276367 -101.0556 72.236649 -101.0214 72.202187 -100.8856 72.207748 -100.6345 72.185532 -100.1158 71.893593 -99.872513 71.858032 -99.821671 71.803307 -99.732513 71.776093 -99.558899 71.613037 -99.369453 71.575531 -99.319458 71.449982 -99.22084 71.342194 -98.960564 71.379967 -98.742477 71.270462) #(-114.6045 72.599953 -114.2797 72.676361 -114.3278 72.688873 -114.3575 72.741364 -114.3281 72.754433 -113.9858 72.80304 -113.9689 72.824982 -114.055 72.883591 -113.9569 73.142471 -114.0561 73.233582 -114.275 73.332199 -114.5408 73.373581 -115.9703 73.141083 -117.3911 72.906921 -117.8908 72.692749 -118.0408 72.673027 -118.5503 72.483307 -118.5886 72.416641 -118.555 72.380814 -118.4467 72.345261 -118.177 72.337753 -118.1214 72.308029 -118.1053 72.244713 -118.1283 72.222198 -118.5886 72.176086 -118.7175 72.116928 -118.7167 72.06665 -118.9458 71.991364 -119.1056 71.876648 -119.12 71.713318 -119.0406 71.623032 -118.8683 71.580261 -118.8556 71.662483 -118.5664 71.66275 -118.3861 71.619713 -118.4283 71.578873 -118.2858 71.585533 -118.1028 71.654694 -117.7706 71.67276 -117.7069 71.662483 -117.947 71.633873 -117.9572 71.598587 -117.7203 71.574692 -118.0861 71.540253 -118.2633 71.494141 -118.3147 71.452187 -118.2836 71.404694 -118.1689 71.378036 -117.6814 71.3797 -117.5172 71.379433 -117.4833 71.43248 -117.6317 71.45636 -117.5942 71.477478 -117.5628 71.499687 -117.3783 71.454147 -117.4167 71.391373 -117.3772 71.382751 -117.142 71.414429 -115.6378 71.556923 -115.4561 71.527763 -115.5558 71.513603 -115.55 71.504433 -115.425 71.488586 -115.0817 71.527206 -115.0667 71.518593 -115.4156 71.449692 -115.6208 71.498581 -116.1514 71.435532 -116.2111 71.420532 -115.7267 71.381363 -115.7608 71.365807 -116.1692 71.348312 -116.2089 71.364151 -116.8247 71.280533 -116.8161 71.261917) #(-52.936119 71.147202 -52.642231 71.169144 -52.592232 71.23497 -52.361118 71.270813 -52.328621 71.291924 -52.418339 71.352753 -52.970852 71.384407 -53.15168 71.345261 -53.182789 71.315811 -53.10112 71.196907 -52.936119 71.147202) #(-125.2639 72.494423 -125.5344 72.295807 -125.4786 72.286926 -125.5422 72.251373 -125.6567 72.251083 -125.6731 72.213318 -125.5689 72.174149 -125.6942 72.164703 -125.7928 72.113037 -125.7175 72.096359 -125.7247 72.051933 -125.7878 71.982193 -125.4164 71.974136 -124.9483 71.96109 -124.9539 71.938026 -124.0133 71.685806 -123.6342 71.472473 -123.4803 71.293297 -123.3033 71.149696 -123.095 71.079971 -122.7811 71.08609 -122.5939 71.17804 -122.1442 71.260803 -122.0433 71.305252 -121.7036 71.460823 -121.5819 71.454422 -121.5317 71.429428 -121.5375 71.412483 -121.3944 71.380249 -120.7667 71.459702 -120.5433 71.516647 -120.4731 71.565536 -120.3775 71.694138 -120.4264 71.744423 -120.3792 71.883873 -120.4317 71.908043 -120.4392 71.958313 -120.1758 72.094421 -120.1453 72.149979 -120.2614 72.2397 -120.2411 72.262482 -120.14 72.267761 -120.1761 72.246368 -120.1675 72.230797 -119.787 72.223587 -119.3025 72.356644 -119.3325 72.387192 -119.305 72.444702 -119.1708 72.542763 -119.1861 72.582474 -119.1589 72.624969 -118.8858 72.693588 -117.6425 72.992203 -117.2442 73.054703 -116.8383 73.16304 -115.8347 73.339981 -115.315 73.479713 -115.325 73.506927 -115.4486 73.588593 -115.7636 73.685257 -116.785 74.059692 -117.5125 74.238586 -118.1225 74.275818 -118.69 74.217758 -118.8861 74.171921 -118.8672 74.151367 -118.807 74.133873 -118.8006 74.09581 -118.9731 74.000259 -119.1872 73.987762 -119.1472 74.062187 -119.0808 74.077759 -119.0706 74.1147 -119.1311 74.126083 -119.0908 74.156921 -119.1211 74.199692 -119.1847 74.216919 -119.5008 74.213867 -119.755 74.079147 -119.7363 74.024727) #(-53.649448 71.024139 -53.452789 71.049423 -53.3764 71.114967 -53.39584 71.15303 -53.584461 71.300812 -53.6464 71.311081 -53.973629 71.151367 -53.98418 71.111076 -53.916679 71.083862 -53.649448 71.024139) #(180.0 71.539047 180.0 71.383476 180.0 71.193481 180.0 71.003487) #(-25.688101 73.951553 -25.734449 73.919693 -25.586941 73.864723 -25.55139 73.806374 -25.089729 73.690277 -25.11195 73.62886 -25.024441 73.591637 -24.69278 73.525818 -24.711941 73.490807 -25.315281 73.461639 -25.49778 73.396942 -25.422779 73.392761 -25.44556 73.346077 -25.78722 73.249977 -26.1675 73.243874 -26.458059 73.339981 -26.57028 73.319702 -26.817499 73.334991 -27.01973 73.389977 -27.24667 73.491638 -27.35195 73.488586 -27.4575 73.441093 -27.15139 73.359703 -26.422501 73.26886 -26.397221 73.23497 -26.72834 73.130249 -27.11195 73.189697 -27.681391 73.149406 -27.715561 73.125526 -27.46833 73.132477 -27.406389 73.10997 -27.373341 72.983307 -27.49889 72.942749 -27.480829 72.924423 -27.331949 72.96553 -27.322781 73.022751 -27.288059 73.113312 -27.14806 73.147202 -26.710279 73.10025 -26.59528 73.116364 -26.480829 73.187469 -26.407221 73.194427 -25.860279 73.183029 -25.72278 73.133881 -25.128059 73.082199 -24.985559 73.01915 -25.01334 72.99054 -25.17445 72.923859 -25.71278 72.895538 -26.027229 72.787201 -26.26111 72.777763 -26.683889 72.869423 -27.38195 72.851929 -27.384451 72.830811 -27.344721 72.818863 -26.6975 72.828308 -26.395 72.766083 -26.744169 72.719162 -26.740841 72.704422 -26.31945 72.735527 -26.365841 72.633614 -26.44083 72.597473 -26.46278 72.572197 -26.35556 72.608307 -26.184719 72.721359 -25.531389 72.834702 -25.233891 72.799698 -25.205 72.765808 -24.964729 72.731369 -24.703609 72.673859 -24.741949 72.646637 -24.72167 72.585251 -24.60334 72.549149 -24.615 72.521088 -24.909451 72.460251 -25.866949 72.423576 -25.8925 72.406372 -25.31139 72.391647 -25.499451 72.214706 -25.466391 72.156921 -25.50639 72.136368 -25.485001 72.121643 -25.391109 72.148033 -25.406389 72.20636 -25.348061 72.279419 -24.82472 72.434982 -24.52084 72.411926 -24.41222 72.35025 -23.803341 72.245796 -23.829439 72.222748 -23.742229 72.231918 -23.711109 72.170532 -23.806669 72.134407 -23.80139 72.108032 -23.59972 72.148857 -23.103889 72.063026 -23.09584 72.043869 -23.16445 72.026367 -23.13472 71.996918 -23.028891 72.011368 -22.53334 71.911926 -22.506109 71.881638 -22.85556 71.774139 -23.129999 71.663307 -23.125839 71.626083 -22.99695 71.636917 -22.43445 71.795258 -22.404169 71.779694 -22.438061 71.744423 -22.659731 71.657204 -22.64222 71.607758 -22.59778 71.571373 -22.296671 71.689148 -22.297501 71.73053 -22.146111 71.746094 -22.146391 71.707474 -21.96417 71.74054 -21.90889 71.729424 -22.219721 71.6297 -22.12611 71.619141 -22.153339 71.589981 -22.31583 71.589142 -22.50667 71.549713 -22.541389 71.477203 -22.490841 71.406082 -22.503059 71.368027 -22.46056 71.345261 -22.479719 71.309143 -22.450279 71.248306 -22.365841 71.258324 -22.33 71.315536 -22.36084 71.346077 -22.293329 71.426941 -22.115841 71.487762 -22.028891 71.483871 -21.784451 71.513603 -21.74861 71.484154 -21.871111 71.442467 -21.714729 71.437469 -21.815559 71.417763 -21.68306 71.409973 -21.850281 71.362473 -21.860001 71.345543 -21.716949 71.354424 -21.81278 71.312187 -21.697781 71.33165 -21.61195 71.320824 -21.961941 71.26387 -21.894171 71.232193 -21.80806 71.266388 -21.72472 71.247192 -21.66861 71.180542 -21.734449 71.140259 -21.821671 71.19136 -21.841669 71.179138 -21.745001 71.121918 -21.74889 71.105263 -22.330561 71.056091 -22.27639 71.042213 -21.871111 71.070534 -21.68111 71.068314 -21.67445 71.041924 -21.742229 71.000526) #(-180.0 71.538849 -178.76669 71.582474 -178.332 71.520538 -177.715 71.30275 -177.5078 71.290527 -177.4395 71.226929 -177.5136 71.160812 -177.74969 71.084427 -180.00018 70.999878) #(-180.0 71.538849 -180.00018 70.999878) #(-104.4133 70.998871 -104.6486 71.119141 -104.4489 71.218872 -104.4389 71.257751 -104.4969 71.322746 -104.4714 71.351089 -104.4081 71.364967 -104.2936 71.34137 -104.2786 71.356369 -104.4036 71.508591 -104.3592 71.563309 -104.3664 71.588867 -104.5936 71.75914 -104.79 71.84137 -105.0375 72.118317 -104.9692 72.15303 -104.9575 72.181374 -105.302 72.455261 -105.1997 72.460533 -105.2381 72.54776 -105.3183 72.55748 -105.3081 72.62886 -105.305 72.660248 -105.4572 72.702759 -105.4983 72.780807 -105.3561 72.727203 -105.3261 72.746368 -105.5322 72.8797 -105.7608 72.976929 -105.8556 73.056923 -106.0639 73.04776 -106.3986 73.149139 -106.5003 73.228592 -106.5822 73.215263 -106.6967 73.237473 -106.7508 73.289139 -106.8825 73.312187 -107.0303 73.295532 -107.1186 73.235527 -107.0203 73.200813 -107.0253 73.180527 -107.1058 73.179428 -107.4417 73.281082 -108.0125 73.352478 -108.0825 73.344971 -108.0131 73.309143 -108.1536 73.302467 -108.0845 73.247482 -107.9461 73.214142 -107.8742 73.183594 -108.1664 73.203873 -108.2686 73.171371 -108.3 73.135529 -108.2636 73.091919 -108.1561 73.048576 -108.2328 73.033043 -108.1014 72.901093 -108.142 72.868317 -108.0511 72.781372 -108.0778 72.743027 -108.0058 72.702477 -108.0253 72.666092 -107.9545 72.639137 -108.0119 72.61998 -107.8856 72.586639 -107.877 72.524406 -107.9806 72.511093 -107.9064 72.473587 -107.7814 72.45636 -107.8736 72.414139 -107.8 72.376648 -107.8439 72.354141 -107.7545 72.330261 -107.7147 72.295258 -107.7478 72.28331 -107.8281 72.306374 -107.865 72.292763 -107.7903 72.249977 -107.7789 72.136642 -107.6814 72.136093 -107.61 72.088593 -107.6533 72.06636 -107.6139 72.012482 -107.415 71.970543 -107.4033 71.924423 -107.2769 71.908043 -107.2708 71.879433 -107.4708 71.870796 -107.4044 71.837753 -107.2783 71.814697 -107.2789 71.793297 -107.5356 71.779694 -107.6953 71.700531 -107.752 71.726639 -107.8231 71.716919 -107.8319 71.676933 -107.7261 71.62915 -107.7411 71.613312 -107.8062 71.612762) #(136.5211 71.514954 136.5605 71.491364 136.5752 71.474136 136.6219 71.518311 136.7177 71.52887 137.27859 71.385529 137.25191 71.356644 137.35719 71.366364 137.4902 71.342758 137.46609 71.295258 137.7361 71.239433 137.6591 71.209976 137.56081 71.224701 137.5363 71.205811 137.70911 71.180817 137.8038 71.115807 138.0591 71.127472 138.04829 71.157204 137.8194 71.205261 138.07159 71.221916 138.2352 71.274696 137.9933 71.296654 138.3577 71.323029 138.0775 71.338593 137.95551 71.354424 137.87691 71.363312 137.82719 71.389977 137.91409 71.40831 138.02831 71.493874 138.02879 71.555817 138.1044 71.578873 138.49471 71.609703 138.4072 71.585251 138.39799 71.560257 138.4669 71.533859 138.6013 71.558594 138.5544 71.60025 138.72301 71.643593 139.04221 71.569427 139.0652 71.520248 139.1561 71.44664 139.1144 71.42775 139.21271 71.411087 139.35941 71.424423 139.37331 71.455261 139.4566 71.496643 139.7233 71.45192 139.8466 71.490807 140.02631 71.465263 140.0219 71.483871 139.79939 71.604424 139.6897 71.786636 139.7975 71.85997 139.3347 71.946091 139.6541 71.958038 139.71989 72.007477 139.6944 72.038307 139.7438 72.099983 139.9055 72.174423 140.0833 72.137756 140.2188 72.184982 140.12939 72.221649 139.5688 72.234703 139.4269 72.181091 139.4958 72.167763 139.25 72.181374 139.25549 72.156647 139.32471 72.143593 139.3255 72.127762 139.21159 72.152763 139.08521 72.233307 139.2047 72.345261 139.5414 72.494423 140.4391 72.486649 141.1058 72.581917 140.9341 72.596916 141.02161 72.676361 141.0013 72.701103 140.8864 72.728317 140.58051 72.866638 140.5847 72.884979 140.6636 72.893593 141.37109 72.847748 141.5627 72.771088 141.91161 72.726357 143.0544 72.689148 145.04691 72.577477 146.813 72.353317 146.8322 72.335533 145.89771 72.351639 145.35471 72.338867 144.9883 72.433594 144.8855 72.42804 144.7347 72.386642 144.5141 72.224136 144.3391 72.286087 144.10271 72.275253 144.1908 72.22081 144.53191 72.167213 144.94051 72.238586 146.93021 72.309418 146.9227 72.29747 146.6833 72.161362 145.96471 71.846916 145.92799 71.86026 146.0024 72.000526 146.0114 72.037483 146.1064 72.032761 146.34 72.128036 146.1949 72.174973 146.0444 72.152763 146.063 72.11525 145.96629 72.065811 145.8383 72.175537 145.8983 72.206093 145.6913 72.252762 145.6111 72.237198 145.7491 72.207199 145.61749 72.074417 145.6819 72.02359 145.765 72.036362 145.8058 72.005814 145.80251 71.925537 145.74719 71.909416 145.32829 71.868027 144.9752 71.970261 144.95329 71.939972 144.9789 71.908577 145.1219 71.868591 145.21629 71.827187 145.14751 71.800262 144.8894 71.776917 144.89439 71.721077 144.8891 71.67276 145.3391 71.659973 145.57269 71.737762 145.7477 71.72525 146.10159 71.799698 147.0072 72.25415 147.2244 72.328308 147.9447 72.328583 148.8727 72.25386 149.7202 72.116089 150.0649 71.915527 150.0661 71.871918 149.9586 71.826637 149.6402 71.765808 149.39751 71.899139 149.338 71.900253 149.3027 71.851929 149.1055 71.764977 148.8797 71.798309 149.0386 71.756363 148.99159 71.695824 148.8477 71.692749 148.86301 71.669693 149.1219 71.694702 149.4819 71.654419 149.90739 71.659416 150.1058 71.596077 150.0966 71.583862 150.0024 71.566933 150.0119 71.597473 149.96021 71.597198 149.933 71.561081 149.9705 71.528313 149.8705 71.496368 149.8658 71.46109 150.2599 71.51886 150.6425 71.503036 150.6561 71.446091 150.5152 71.34137 150.1627 71.265808 150.02361 71.207474 150.40739 71.27803 150.6324 71.380249 150.7339 71.388031 150.5952 71.270813 150.70081 71.314697 151.03 71.393044 151.5213 71.322479 152.04021 71.065811 152.1411 70.997482 152.12019 70.987473 151.9183 70.969147 151.6597 70.987427) #(53.041111 70.960533 53.144989 70.985527 53.040279 71.024979 53.05444 71.080811 53.218048 71.159698 53.207489 71.251083 53.143608 71.267761 53.064442 71.235527 52.775551 71.324142 52.891102 71.338318 52.90749 71.306923 53.019718 71.279137 52.921101 71.35997 52.753052 71.397751 52.682209 71.390808 52.723881 71.343872 52.556931 71.389687 52.271389 71.349426 52.208328 71.312187 52.232769 71.281921 52.36916 71.24025 52.586102 71.238037 53.013321 71.005814 53.013039 70.986473 53.041111 70.960533) #(-87.375664 70.943741 -87.267242 71.006927 -87.327507 71.034973 -87.760559 71.143044 -87.852524 71.197197 -87.823349 71.223587 -87.844177 71.264137 -87.972237 71.250259 -89.402252 71.289429 -89.900009 71.351357 -90.003082 71.458862 -89.955856 71.527206 -90.042236 71.595543 -89.795853 71.759697 -90.119743 71.926361 -90.049469 71.949982 -89.993622 72.025818 -89.607788 72.145248 -89.585007 72.175812 -89.847237 72.176361 -89.960571 72.251648 -89.843628 72.423027 -89.890556 72.444977 -89.793617 72.462753 -89.74585 72.611359 -89.678337 72.629433 -89.573059 72.616928 -89.473618 72.67247 -89.577797 72.705261 -89.569473 72.786926 -89.402786 72.755814 -89.24556 72.785248 -89.382248 72.801651 -89.411392 72.831093 -89.319168 72.876083 -89.299179 72.936653 -89.358353 72.965263 -89.340561 73.000809 -89.22641 73.012192 -89.307251 73.04248 -89.180573 73.156372 -89.136948 73.184982 -88.888077 73.212753 -89.025284 73.226089 -89.035858 73.257477 -88.886688 73.303589 -88.830856 73.290817 -88.70253 73.293587 -88.857239 73.33609 -88.40947 73.52359 -87.974747 73.654694 -87.406113 73.765259 -86.155853 73.860809 -85.069473 73.801933 -84.843079 73.735809 -84.956413 73.665253 -85.220863 73.599701 -85.915558 73.366089 -86.404922 72.999443) #(25.551941 70.923859 25.74111 70.947746 25.738331 70.974983 25.83333 70.958313 26.200279 71.005249 26.218889 71.038589 26.1675 71.042763 26.05611 70.996643 25.928329 71.004433 25.96583 71.031082 25.887501 71.044983 26.032221 71.078873 26.01944 71.118317 25.78194 71.103317 25.80666 71.148323 25.784719 71.154694 25.552219 71.140259 25.6875 71.09137 25.718611 71.04776 25.55028 71.096916 25.294439 71.042213 25.326111 71.006638 25.46278 71.025253 25.560829 71.007202 25.41666 70.982193 25.551941 70.923859) #(-86.404922 72.999443 -86.658363 72.863586 -86.740593 72.722473 -86.686951 72.644699 -86.525299 72.579422 -86.25502 72.443588 -86.246117 72.394974 -86.396133 72.309143 -86.438339 72.258034 -86.420578 72.012756 -86.110573 71.783043 -85.573624 71.556923 -84.930298 71.414429 -84.951141 71.340813 -84.872223 71.333313 -84.833908 71.274139 -84.868637 71.26886 -85.148643 71.293297 -85.472519 71.231369 -85.420303 71.223587 -85.390007 71.19664 -85.515007 71.176086 -85.729172 71.206093 -86.010849 71.143593 -86.820023 70.988586 -86.59169 70.972473 -85.478622 71.169144 -85.163361 71.136642 -85.042252 71.181641 -84.944473 71.187187 -84.84584 71.147751 -84.879997 71.069427 -84.98085 71.101089 -84.960564 71.072197 -85.003082 71.044418 -84.949173 71.018311 -84.926971 70.988037 -84.975281 70.945251 -84.958633 70.919418 -84.799187 70.921654 -84.748077 70.988037 -84.829742 71.073303 -84.803619 71.174149 -84.665863 71.22081 -84.793327 71.27803 -84.781418 71.332748 -84.762802 71.406647 -84.731956 71.424698 -84.557533 71.444138 -84.526138 71.468872 -84.55835 71.545807 -84.65834 71.583862 -84.606689 71.649406 -84.650017 71.672203 -84.867523 71.66803 -84.876129 71.627762 -85.291397 71.672203 -85.573639 71.790817 -85.432793 71.806374 -85.551132 71.886642 -86.026947 71.981644 -86.038094 72.015808 -85.763077 72.020813 -85.76503 72.04303 -85.522781 72.063583 -85.49501 72.089142 -85.540863 72.124153 -85.396683 72.137482 -85.538094 72.23526 -85.420578 72.215263 -85.458076 72.244141 -84.920288 72.232758 -84.275558 72.023857 -84.194473 71.930817 -84.168907 71.944138 -84.171127 72.024139 -84.346687 72.069702 -84.38002 72.108307 -84.504753 72.143311 -84.667252 72.199142 -84.926392 72.282204 -84.801392 72.354713 -84.872787 72.369423 -84.87085 72.400818 -84.786972 72.408859 -84.777237 72.458313 -85.127243 72.351929 -85.11586 72.383034 -85.248917 72.392197 -85.535294 72.469704 -85.613907 72.550262 -85.486389 72.564972 -85.48114 72.577477 -85.623917 72.586906 -85.705307 72.637756 -85.695572 72.709702 -85.664177 72.825813 -85.672523 72.907471 -85.499733 72.974136 -85.283363 72.964417 -85.069183 73.003036 -85.159737 73.032761 -85.17836 73.006638 -85.537247 73.028313 -85.440582 73.125526 -85.38002 73.133591 -85.250839 73.061081 -85.126419 73.050812 -85.161133 73.07692 -85.223068 73.134697 -85.13002 73.140808 -84.829742 73.085533 -84.285858 73.051651 -83.635452 72.983582) #(180.0 71.003487 179.9514 70.990196 179.9039 70.97966 179.8512 70.958557 179.78259 70.93219 179.7113 70.903587) #(-9.0716667 70.806641 -8.9888897 70.811081 -8.6202793 70.959137 -8.2430573 70.981087 -7.981945 71.04776 -8.001112 71.103317 -7.9341669 71.136093 -7.9322219 71.156921 -7.9972229 71.180817 -8.3266678 71.140533 -8.5111122 71.013313 -9.1200008 70.863037 -9.0716667 70.806641) #(179.7113 70.903587 179.4922 70.874969 179.27271 70.888603 178.78979 70.79921 178.703 70.934692 178.61771 71.049973 178.6738 71.104156 179.5641 71.446091 179.8638 71.488037 179.8602 71.516647) #(-89.333008 70.794647 -89.448639 70.902481 -89.432533 70.915253 -89.209473 70.939148 -89.195282 70.968307 -89.559464 71.090263 -89.450302 71.089706 -89.134453 71.026917 -88.720581 71.045807 -88.369171 71.007477 -88.360291 70.977753 -88.228622 70.946091 -87.375664 70.943741) #(114.0919 72.594971 113.6844 72.636642 113.3172 72.700813 113.1516 72.826103 113.1675 72.853317 113.3694 72.885529 113.5383 72.974426 113.5153 73.024979 113.6047 73.113312 113.5405 73.162483 113.528 73.207199 113.5586 73.250259 113.7136 73.315536 113.9641 73.326103 114.0219 73.346916 113.77 73.353592 113.5936 73.413307 113.4658 73.497757 113.5517 73.515533 114.8789 73.607483 115.1669 73.681374 116.575 73.66304 117.2422 73.589981 118.0211 73.584976 118.8322 73.544693 118.9939 73.489151 118.963 73.468582 118.8486 73.450531 118.4789 73.483032 118.3669 73.42775 118.3503 73.393593 118.4267 73.362198 118.3672 73.339981 118.3608 73.271362 118.4997 73.195824 119.5403 73.056091 119.5861 72.996368 119.78248 72.96933 120.503 72.877472 120.5639 72.890533 119.79347 72.971947 119.7575 73.005814 119.8339 73.016647 121.0316 72.930252 121.4933 72.970261 121.9628 72.956917 121.9241 72.919693 122.0533 72.891922 123.433 72.722748 123.6805 72.757202 123.8597 72.746368 124.343 72.640808 124.7297 72.626373 125.1539 72.526642 125.2964 72.441933 126.1375 72.268044 126.3725 72.353317 126.5591 72.24498 126.5911 72.190536 126.7158 72.156921 126.7775 72.109703 126.8072 72.013603 127.133 71.844971 127.0894 71.760803 127.2061 71.591637 127.2205 71.392471 127.3039 71.408043 127.3133 71.484421 127.2355 71.611649 127.1977 71.77359 127.3261 71.891922 127.3111 71.916092 126.9811 72.046921 126.9347 72.138031 126.8978 72.286926 126.8147 72.331917 126.723 72.395538 127.0291 72.402481 127.6586 72.347473 127.8486 72.251923 127.7369 72.246918 127.8952 72.222198 128.43719 72.02359 128.4397 71.954971 128.61301 71.890533 128.6508 71.786087 128.95551 71.733582 129.17999 71.800262 129.18359 71.83165 129.0291 71.992477 129.0619 72.014137 129.2988 71.863586 129.3075 71.801651 129.40379 71.777763 129.5313 71.71553 128.92909 71.708313 128.8311 71.675537 128.8166 71.643593 128.89191 71.592484 129.1624 71.602203 129.25439 71.531921 129.235 71.493317 129.42 71.323593 129.6608 71.255539 129.75861 71.146927 129.7438 71.121094 129.67909 71.102753 129.6433 71.080811 130.0869 71.079697 130.2247 70.986923 130.1702 70.962753 130.6169 70.866089 130.7 70.886368 130.72301 70.95636 130.793 70.972198 130.8166 70.935806 130.8927 70.757202 130.9641 70.741638 131.1819 70.734703 131.3499 70.789703 131.57111 70.904419 131.74471 71.082474 131.87109 71.159416 131.8224 71.184692 131.8847 71.213593 132.1586 71.212479 132.13969 71.231644 131.9586 71.248306 131.94659 71.289139 132.11301 71.520538 132.5291 71.885529 132.7088 71.940262 132.7552 71.933029 132.75771 71.827759 132.71271 71.808868 132.7205 71.765533 132.92081 71.726639 133.1644 71.569702 133.6994 71.430527 134.2836 71.365807 134.6113 71.398033 134.7475 71.354424 134.6463 71.297203 134.66769 71.260529 134.7713 71.367477 134.6964 71.415253 134.80881 71.476639 135.21719 71.54776 135.358 71.524406 135.42191 71.534416 135.3577 71.557747 135.3658 71.573029 135.7711 71.637756 136.5038 71.564697 136.5211 71.514954) #(-76.997223 72.128036 -77.016968 72.137192 -77.550018 72.198029 -78.499191 72.404694 -78.559464 72.450813 -78.430573 72.586639 -77.598633 72.753593 -77.25975 72.751648 -76.753082 72.720543 -76.653923 72.670807 -76.681961 72.642471 -76.215302 72.596077 -76.150284 72.574142 -76.162521 72.526093 -76.107803 72.473038 -76.037247 72.489433 -76.070297 72.545532 -75.988907 72.580811 -75.759193 72.579147 -75.19252 72.491928 -74.947533 72.249687 -75.253082 72.116364 -75.733353 72.13414 -76.045853 72.076637 -76.301682 71.930527 -76.40889 71.854424 -76.374474 71.842484 -76.011139 72.049698 -75.796967 72.103592 -75.586143 72.121643 -75.233337 72.084137 -75.22113 72.064697 -75.281693 72.038589 -75.51503 72.018311 -75.618912 71.978592 -75.69252 71.833313 -76.067497 71.70665 -76.085571 71.691933 -75.795303 71.725807 -75.655029 71.826103 -75.56752 71.937469 -75.513351 71.995247 -75.174454 72.031921 -75.109467 72.101089 -74.996948 72.128593 -74.275299 72.078033 -74.122223 71.983582 -74.124474 71.949982 -74.212517 71.91275 -74.171127 71.868591 -74.263351 71.815811 -74.575302 71.818863 -74.563919 71.790253 -75.085297 71.700813 -74.955017 71.678589 -74.956413 71.648323 -75.292801 71.553307 -75.406418 71.512192 -75.205307 71.546371 -74.78418 71.682747 -74.662521 71.684143 -74.637527 71.641083 -74.733917 71.575531 -75.081703 71.515259 -75.146133 71.463593 -75.033363 71.513031 -74.838364 71.521927 -74.816132 71.493317 -74.925858 71.454147 -74.71669 71.419144 -74.705856 71.380814 -75.087517 71.200256 -75.065308 71.180817 -74.864471 71.252472 -74.626129 71.398857 -74.638077 71.426651 -74.73558 71.472473 -74.743073 71.511917 -74.714462 71.546654 -74.620033 71.558029 -74.523064 71.662201 -74.146973 71.738861 -74.097794 71.728867 -74.239471 71.63414 -74.252502 71.589981 -74.218918 71.556641 -74.148643 71.537483 -74.208633 71.588028 -74.211411 71.618591 -74.01503 71.741089 -73.944473 71.766647 -73.71669 71.776367 -73.678337 71.723587 -73.990593 71.527481 -73.988907 71.461357 -74.030296 71.433594 -74.176407 71.3022 -74.102798 71.30304 -74.09169 71.285538 -73.991127 71.329147 -73.854187 71.535812 -73.689194 71.588028 -73.588638 71.572197 -73.566971 71.544144 -73.64975 71.44136 -73.583618 71.388313 -73.622528 71.356644 -73.517242 71.379967 -73.482803 71.434418 -73.380287 71.385246 -73.682251 71.246094 -73.74585 71.088593 -73.873917 71.069702 -73.87973 71.04776 -73.715851 71.07164 -73.660583 71.103867 -73.673897 71.16304 -73.615837 71.230263 -73.434189 71.308594 -73.436417 71.34053 -73.349747 71.345261 -73.121964 71.291641 -73.053909 71.261642 -73.271973 71.220543 -73.235023 71.173309 -73.266129 71.124153 -73.445572 71.040253 -73.377808 70.98053 -73.173889 71.156921 -73.172523 71.21637 -73.004753 71.2397 -72.951424 71.316093 -72.993073 71.397751 -72.976143 71.409149 -72.765846 71.423859 -72.758911 71.437469 -72.838074 71.506363 -72.638641 71.544418 -72.578079 71.653587 -71.541412 71.499687 -71.158363 71.289978 -71.128632 71.251373 -71.363907 71.13887 -71.489731 71.06192 -71.890297 71.109421 -72.085571 71.070251 -72.110023 71.010803 -72.297523 70.947197 -72.334167 70.878593 -72.264191 70.866638 -72.162247 70.829971 -72.4077 70.689903 -72.624481 70.626343) #(51.405819 71.805359 51.401661 71.789978 51.55027 71.607758 51.53833 71.558868 51.841381 71.455544 52.277771 71.471916 52.140549 71.540527 52.26749 71.578308 52.269711 71.518044 52.41721 71.472198 52.36832 71.532761 52.538319 71.632751 52.648041 71.533577 52.614159 71.461357 52.817211 71.425262 52.80471 71.469421 52.869991 71.445824 52.85387 71.416924 52.89555 71.38887 53.047489 71.445534 53.005268 71.486923 53.05138 71.499977 53.10693 71.419983 53.140549 71.423309 53.153599 71.470543 53.35582 71.5672 53.440552 71.538307 53.25388 71.449142 53.36805 71.323593 53.480549 71.291641 53.54166 71.309143 53.56332 71.383034 53.68417 71.40303 53.88805 71.469704 53.951099 71.45665 53.88583 71.415817 53.727219 71.408577 53.457211 71.254967 53.559429 71.20137 53.960541 71.176933 54.037209 71.231087 54.098881 71.228592 54.066101 71.214981 54.036942 71.183594 54.001389 71.149406 54.23082 71.138031 54.21027 71.111359 53.937481 71.098312 53.932491 71.128311 54.046101 71.113861 54.02943 71.130539 53.808319 71.129967 53.90554 71.076103 53.923328 71.048859 53.798328 71.079147 53.599152 71.069977 53.49165 71.09581 53.735821 70.955544 53.73999 70.935806 53.671379 70.895813 53.689159 70.829697 53.572491 70.886368 53.30249 70.863037 53.54166 70.8022 53.529442 70.840813 53.574162 70.828308 53.810261 70.799698 54.050541 70.74054 54.287209 70.733307 54.289711 70.771088 54.540821 70.681091 54.734989 70.650528 54.747211 70.664139 54.47916 70.733871 54.49332 70.782471 54.56889 70.773857 54.511101 70.818314 54.709991 70.737473 54.753319 70.677467 55.01527 70.606087 55.206661 70.553864 55.27277 70.597198 55.230549 70.661087 55.27943 70.684692 55.474991 70.654984 55.34861 70.701637 55.352489 70.715263 55.437771 70.746094 55.740551 70.651093 55.624981 70.709702 55.609989 70.733307 55.761662 70.692467 55.799992 70.630539 55.710541 70.642197 56.019989 70.570534 56.040821 70.587479 55.907768 70.630814 55.810551 70.691933 56.173038 70.590813 56.178051 70.611076 56.09444 70.63942 56.54887 70.586357 56.55027 70.570534 56.400829 70.561653 56.401661 70.553864 56.564159 70.547203 56.657768 70.588867 56.454441 70.625259 56.526932 70.637192 56.447769 70.67276 56.327209 70.676651 56.371929 70.643593 56.221111 70.656921 56.299992 70.675812 56.199711 70.704697 56.524151 70.750259 56.582771 70.733307 56.508041 70.717758 56.509991 70.666924 56.686649 70.626083 56.621658 70.652763 56.61166 70.67276 56.729988 70.633873 57.331661 70.562759 57.308601 70.577187 56.856659 70.640533 56.756649 70.688026 56.768879 70.702759 57.451649 70.60498 57.45055 70.628593 57.544708 70.699692 57.482208 70.717194 57.435822 70.742203 57.639992 70.726357 57.446381 70.81665 57.056099 70.862198 56.275269 71.17247 56.056931 71.29248 56.021931 71.375526 55.674992 71.60498 55.52388 71.784973 55.510818 71.889137 55.427219 71.912201 55.223572 71.924347) #(23.749439 70.522202 23.95277 70.522476 24.105551 70.587196 24.12583 70.61525 24.03083 70.686081 23.82333 70.698303 23.826389 70.744141 23.698059 70.744713 23.632771 70.690536 23.691389 70.662483 23.64583 70.593582 23.749439 70.522202) #(22.17528 70.466637 22.26944 70.529137 22.310829 70.529984 22.290831 70.499153 22.340549 70.49025 22.50528 70.52887 22.572781 70.498306 22.656389 70.563873 22.784161 70.519699 23.00972 70.573029 22.99222 70.599426 23.077221 70.578033 23.116659 70.603027 23.06028 70.624969 23.252781 70.691093 23.454439 70.764687 23.39027 70.781082 23.481939 70.791924 23.43166 70.831093 23.314159 70.853867 23.348049 70.789139 23.28278 70.771927 23.163059 70.822746 23.070271 70.803864 23.17444 70.728317 22.96361 70.658859 22.80555 70.760246 22.717779 70.736359 22.76222 70.706093 22.805269 70.640533 22.592779 70.644417 22.656111 70.683594 22.52083 70.711906 22.48111 70.67247 22.39917 70.711639 22.373051 70.690811 22.41222 70.62442 22.24028 70.664429 22.231939 70.632477 21.96055 70.657761 21.951389 70.640808 22.022779 70.629433 22.33028 70.610809 22.23889 70.577477 22.13833 70.477753 22.17528 70.466637) #(-100.2247 70.45665 -100.245 70.48526 -100.3697 70.571091 -100.3578 70.590263 -100.267 70.573868 -100.1925 70.577187 -100.4611 70.659973 -100.71 70.678589 -100.662 70.633034 -100.6814 70.573029 -100.6628 70.554703 -100.4728 70.496368 -100.2247 70.45665) #(-28.003611 70.426933 -27.156389 70.491928 -26.200001 70.584702 -26.02972 70.521088 -25.29945 70.657471 -25.281389 70.680817 -25.323059 70.760246 -25.395559 70.771637 -25.48695 70.781372 -25.334169 70.816093 -25.416389 70.847748 -25.378059 70.866638 -25.40056 70.917213 -25.51722 70.968872 -25.68611 70.974983 -25.680559 71.007202 -25.68445 71.063309 -25.68222 71.072746 -26.331671 70.928864 -27.12611 70.876099 -27.47472 70.741089 -27.98695 70.613586 -28.06889 70.565552 -27.98667 70.524696 -28.136669 70.454697 -28.110559 70.436943 -28.003611 70.426933) #(-21.742229 71.000526 -21.96945 70.97525 -21.719721 70.985809 -21.791389 70.948593 -21.801109 70.928307 -21.633341 70.943588 -21.756109 70.861649 -21.702499 70.822746 -21.779169 70.793869 -21.902229 70.810806 -21.785561 70.77359 -21.679729 70.797203 -21.63028 70.772751 -21.791389 70.732193 -21.593611 70.733582 -21.546949 70.706093 -21.76222 70.698868 -21.576111 70.66803 -21.75556 70.627472 -21.47472 70.539978 -21.591391 70.462196 -21.968889 70.389687 -22.000561 70.407204 -21.942221 70.469421 -22.03528 70.498032 -22.37389 70.440811 -22.414721 70.597198 -22.474449 70.662483 -22.43861 70.779694 -22.44195 70.846649 -22.530279 70.845261 -22.58806 70.78804 -22.646111 70.716087 -22.56389 70.57637 -22.586941 70.491928 -22.63028 70.443314 -22.74861 70.427467 -23.35528 70.440811 -24.022221 70.652206 -24.18222 70.794983 -24.23222 70.930817 -24.198059 71.017761 -24.68611 71.283043 -24.615561 71.342758 -24.653891 71.356087 -24.772499 71.326103 -25.11389 71.303307 -25.634171 71.538589 -26.32889 71.578888 -26.39222 71.636642 -26.435841 71.633591 -26.48889 71.564697 -26.65472 71.540817 -26.81361 71.551086 -27.18417 71.67775 -27.208611 71.728867 -27.93861 72.004433 -28.09222 71.976357 -28.57333 72.128311 -28.6675 72.098038 -28.693609 72.07637 -28.468889 72.060257 -28.355 72.012482 -28.37361 71.993317 -28.47084 71.981644 -28.47472 71.94165 -27.82972 71.894699 -27.817499 71.867752 -27.993059 71.896927 -28.033609 71.872482 -27.325279 71.709702 -27.40834 71.635803 -28.003059 71.622192 -27.92889 71.596649 -28.147221 71.571907 -28.489719 71.578033 -28.477779 71.556091 -28.365841 71.541641 -27.593889 71.613037 -27.14056 71.571373 -27.129721 71.555817 -27.26306 71.518311 -27.00111 71.529419 -26.674999 71.475807 -26.43611 71.506638 -25.75111 71.477753 -25.537781 71.379433 -25.43861 71.371094 -25.410839 71.28331 -25.51889 71.212196 -25.75333 71.258324 -25.627501 71.20192 -26.478889 70.960251 -27.504999 70.938026 -27.776951 71.148323 -27.82556 71.148033 -27.92 71.123581 -27.786949 71.019699 -27.70389 71.003593 -27.615841 70.946373 -27.66445 70.93692 -27.87611 70.972473 -28.206671 70.967484 -28.29361 70.993874 -28.40834 70.965813 -28.26111 70.949692 -27.91445 70.867203 -27.98695 70.767761 -28.168329 70.629967 -28.31583 70.625809 -28.331671 70.612762 -28.244169 70.588318 -28.331671 70.555817 -29.20583 70.462196 -29.23436 70.439537) #(23.156389 70.274406 23.64389 70.438309 23.65694 70.46637 23.57917 70.520248 23.59194 70.583038 23.46833 70.621643 23.387779 70.61026 23.530001 70.53804 23.40667 70.555252 23.324169 70.523857 23.262779 70.472473 23.253889 70.535812 23.17861 70.544693 23.223049 70.515533 23.09639 70.515533 22.8925 70.4422 22.96167 70.416092 22.878611 70.39415 23.05389 70.340813 23.115549 70.393593 23.136391 70.38414 23.070271 70.308868 23.082781 70.288857 23.156389 70.274406) #(22.97611 70.245796 23.009159 70.24942 23.000549 70.282761 22.73917 70.38887 22.72361 70.334137 22.697781 70.333862 22.693331 70.376648 22.66444 70.391373 22.389441 70.349983 22.372499 70.329697 22.468611 70.286636 22.97611 70.245796) #(-152.2168 70.812012 -152.4353 70.86998 -152.7403 70.881927 -152.67529 70.866928 -152.662 70.838318 -152.7139 70.813309 -152.8103 70.886642 -152.8553 70.855263 -152.92 70.867477 -152.94501 70.902206 -153.91499 70.889137 -154.13 70.789429 -154.2128 70.776642 -154.3511 70.830261 -154.6178 70.827477 -154.6481 70.866638 -154.7281 70.878593 -154.6544 70.91748 -154.5928 70.997482 -154.6097 71.019417 -154.845 71.10054 -155.015 71.113861 -155.01669 71.01915 -155.09219 71.016647 -155.0397 71.131363 -155.08749 71.151367 -155.12109 71.134979 -155.095 71.084427 -155.1861 71.121368 -155.28999 71.079971 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70.851639 -159.3322 70.859154 -160.0936 70.638031 -160.1178 70.60498 -159.9967 70.635246 -159.9189 70.625259 -159.7942 70.529419 -159.67641 70.495529 -159.5647 70.524406 -159.2942 70.526642 -159.67419 70.466637 -159.8203 70.490807 -159.8867 70.391647 -159.8475 70.309143 -159.7711 70.233032 -159.7697 70.1922) #(-96.409447 71.119423 -96.461403 71.080544 -96.560837 71.126373 -96.539726 71.142197 -96.376678 71.149139 -96.459457 71.197197 -96.446671 71.260529 -96.293327 71.300262 -96.241119 71.359421 -96.134171 71.409698 -95.980827 71.409698 -95.65889 71.285538 -95.533073 71.301086 -95.588623 71.354424 -95.470863 71.363861 -95.548897 71.428307 -95.376694 71.509407 -95.799728 71.5047 -95.943069 71.553589 -95.893066 71.590813 -95.877502 71.618317 -95.724731 71.625809 -95.662231 71.671082 -95.263062 71.723862 -95.285843 71.767197 -95.226959 71.826637 -94.700287 71.830811 -94.61557 71.868874 -95.213348 71.843033 -95.256958 71.866928 -95.217506 71.944977 -94.88028 71.982193 -94.499451 71.988037 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-91.693893 70.197479 -91.636124 70.231644 -91.512413 70.153839) #(83.180252 70.08606 83.193588 70.123306 83.160812 70.166092 82.971077 70.309418 82.994713 70.332474 83.532204 70.330544 83.771088 70.469147 83.739151 70.506638 83.767197 70.556091 83.528587 70.813583 83.385803 70.970261 83.404694 70.998581 83.334702 71.055527 83.167763 71.074142 83.125526 71.115807 83.258873 71.111076 83.150253 71.243874 83.378311 71.370529 83.377762 71.462479 83.53775 71.491089 83.630814 71.565262 83.622482 71.630814 83.408577 71.74942 83.41748 71.804428 83.364433 71.831917 83.039139 71.886093 82.661087 71.87915 82.576103 71.968582 82.182213 72.09137 82.306923 72.131363 82.300537 72.211357 82.192467 72.283043 81.131638 72.363586 80.721359 72.526093 80.709137 72.553589 80.800262 72.599701 80.814148 72.628593 80.668869 72.653313 80.628311 72.727203 80.76442 72.79776 80.837196 72.916924 80.79747 72.987198 80.689148 73.058594 80.44664 73.089142 80.443588 73.101089 80.594421 73.118317 80.537201 73.145538 80.271927 73.17804 80.507751 73.204697 80.574142 73.226639 80.54248 73.270248 80.264687 73.309982 80.278313 73.338867 80.608871 73.442467 80.672203 73.505814 80.507751 73.494713 80.509979 73.57164 80.574982 73.579697 80.85054 73.561653 81.516922 73.642197 83.452759 73.656082 84.784416 73.758873 85.224426 73.697197 85.493874 73.724701 85.472473 73.761642 85.589417 73.814697 86.786926 73.900818 87.086906 73.859421 87.10054 73.839706 87.012482 73.777763 85.839417 73.502762 85.778313 73.459702 85.794983 73.358307 85.845543 73.321091 86.251373 73.248581 86.282204 73.192467 86.66304 73.121094 86.785782 72.991348) #(76.915817 71.069702 76.944138 71.165817 77.05275 71.182747 77.788307 71.137482 77.87886 71.095543 77.908859 70.99025 77.965813 70.96637 78.454971 70.886093 79.049698 70.939697 79.112198 71.008591 79.057747 71.01915 78.988861 70.980263 78.844971 71.009697 78.786087 70.989151 78.862762 70.983871 78.798576 70.940811 78.43248 70.916641 78.453308 70.966637 78.555252 71.04248 78.515533 71.104713 78.457474 71.111359 78.345261 71.087753 78.475807 71.051933 78.462196 71.035812 78.368874 71.050812 78.23053 71.115807 78.314972 71.209976 78.302467 71.247192 78.231087 71.262192 77.931091 71.255539 77.906921 71.3172 78.003311 71.347198 77.972473 71.373871 77.729141 71.315811 77.753036 71.285248 77.656372 71.284973 77.218033 71.361923 76.731369 71.459976 76.248306 71.583588 76.271088 71.639977 76.001083 71.914139 76.395248 72.005539 76.918297 72.048859 77.130249 71.98497 77.498581 71.844971 77.660812 71.822746 77.836906 71.836357 78.182213 71.904694 78.229424 71.967194 78.171082 72.015533 77.973587 72.11026 77.852203 72.117203 77.488312 72.062469 77.376083 72.086639 77.375809 72.111359 77.478592 72.168297 77.449417 72.197479 77.483871 72.219421 77.67804 72.190536 77.925262 72.315811 78.369423 72.386917 79.500259 72.364151 79.884979 72.23497 80.826103 72.086906 80.854141 72.068314 80.818863 72.020248 80.734421 72.049698 80.809982 72.074417 80.670258 72.068039 80.634979 72.037201 81.264687 71.841919 81.260246 71.798576 81.338867 71.76387 81.743317 71.695251 82.852753 71.780258 83.261642 71.721077 83.324142 71.6772 83.264977 71.634697 83.01387 71.54303 82.986649 71.450256 83.023857 71.432747 83.033577 71.407761 82.328308 71.28804 82.256927 71.253593 82.335533 71.135246 82.355263 71.079422 82.194702 71.001083 82.299423 70.888603 82.407471 70.783577 82.402206 70.758873 82.209976 70.679138 82.080811 70.561371 82.156921 70.505249 82.201637 70.343033 82.310532 70.223862 82.35054 70.214981 82.291924 70.296371 82.156082 70.571091 82.179138 70.580811 82.472748 70.607758 82.430527 70.689697 82.563026 70.764687 82.486923 70.786926 82.488861 70.818039 82.582199 70.858307 82.585823 70.914139 82.756363 70.962479 82.870529 70.913307 82.892471 70.950256 82.892197 70.997482 82.934143 70.949982 83.1297 70.881088 83.14859 70.837479 83.07692 70.70636 83.059982 70.594704 82.993874 70.565262 83.055817 70.497482 83.000259 70.410812 82.643311 70.236649 82.649979 70.16803 82.944702 70.080811 83.180252 70.08606) #(19.901661 70.053307 20.15444 70.114967 19.92972 70.164703 19.93944 70.189972 19.86805 70.210533 19.838329 70.16803 19.803049 70.173309 19.673611 70.28775 19.58194 70.256363 19.68083 70.193039 19.77 70.065262 19.901661 70.053307) #(20.593889 70.043587 20.79472 70.059692 20.77083 70.116089 20.82583 70.181641 20.82361 70.208862 20.752501 70.234154 20.57777 70.231087 20.43 70.184143 20.4011 70.146362 20.398331 70.079147 20.467501 70.059143 20.593889 70.098862 20.593889 70.043587) #(-116.8161 71.261917 -117.7967 71.166367 -117.9806 71.12442 -118.415 70.998032 -118.4086 70.970261 -118.1786 70.832474 -117.7095 70.693863 -117.7417 70.661362 -117.7247 70.641373 -117.5436 70.595261 -116.9011 70.597198 -116.567 70.634407 -116.1625 70.623032 -114.7536 70.616928 -114.3928 70.674698 -114.1711 70.664703 -113.9742 70.71553 -113.7822 70.697479 -113.2067 70.64415 -112.8822 70.538589 -112.7097 70.567467 -112.5281 70.514137 -112.3453 70.519699 -112.1153 70.474136 -112.0617 70.405258 -111.9631 70.368874 -111.5917 70.35498 -111.4845 70.33165 -111.5836 70.301086 -111.4528 70.293869 -111.4681 70.278313 -111.9525 70.262482 -112.1503 70.26886 -112.5658 70.231369 -112.5433 70.212196 -112.5647 70.198303 -113.1683 70.25914 -113.6839 70.263031 -114.255 70.3172 -115.0303 70.279984 -116.5106 70.164139 -117.2514 70.072746 -117.432 69.996658) #(21.20895 70.207352 21.43833 70.268044 21.44611 70.231087 21.499161 70.209976 21.51638 70.303864 21.573891 70.318588 21.613609 70.265533 21.73 70.237473 21.870831 70.142197 21.882219 70.174149 21.805 70.241089 21.82111 70.26387 22.003611 70.320824 22.009159 70.298859 21.99667 70.27803 22.08416 70.304703 22.112221 70.291092 22.106939 70.240807 22.146391 70.24025 22.153891 70.283043 22.31028 70.280533 22.29916 70.252197 22.27722 70.195824 22.23778 70.13414 22.55361 70.127197 22.327499 70.165527 22.37722 70.249687 22.69944 70.222748 22.977501 70.194138 22.950279 70.171921 22.3675 70.059692 23.01667 70.141647 22.991659 70.088318 23.030279 70.024406 23.121111 70.040253 23.14805 69.969147 23.10111 69.946373 23.32111 69.992203 23.32333 69.943863 23.53278 70.021637 23.24861 70.05275 23.18194 70.093307 23.365829 70.106644 23.40361 70.139137 23.305269 70.168869 23.41972 70.188309 23.283051 70.198593 23.25333 70.218307 23.513611 70.236923 23.40694 70.245247 23.612499 70.298576 23.465 70.311371 23.51861 70.363586 23.85416 70.495247 24.030279 70.507202 24.355829 70.453873 24.303329 70.488861 24.11805 70.531921 24.10667 70.546082 24.203609 70.579147 24.287781 70.662483 24.36305 70.688583 24.530001 70.654419 24.719721 70.617203 24.73778 70.642471 24.699169 70.673859 24.24555 70.777206 24.265551 70.83609 24.401939 70.86554 24.63472 70.775818 24.64583 70.792763 24.608061 70.856369 24.721939 70.867752 24.58333 70.919983 24.59194 70.963028 24.7075 70.973587 24.813049 70.944138 24.985279 70.911087 24.98805 70.974426 25.06333 70.954147 25.07 70.933868 24.92444 70.863312 25.067221 70.852203 25.088329 70.891922 25.16111 70.915817 25.25333 70.844704 25.252781 70.786087 25.34639 70.809143 25.39278 70.892761 25.343611 70.938583 25.347219 70.965813 25.39361 70.967484 25.534439 70.914429 25.532499 70.892761 25.445551 70.862473 25.46694 70.83609 25.691669 70.888313 25.855551 70.89386 25.90778 70.886642 25.91333 70.852478 25.629169 70.757477 25.655279 70.729713 25.63028 70.713028 25.143049 70.529984 25.084999 70.496368 25.25889 70.520538 25.26972 70.492477 25.05805 70.479424 25.28389 70.459427 25.25666 70.387756 25.167219 70.397202 25.091391 70.35054 25.20389 70.326637 25.19972 70.294693 24.98805 70.228867 24.9625 70.188309 24.94861 70.083313 25.034719 70.059692 25.047501 70.079971 25.004999 70.110527 25.01639 70.131638 25.092501 70.147202 25.08333 70.104141 25.14361 70.07637 25.264999 70.102203 25.2775 70.136093 25.513611 70.264137 25.535 70.303589 25.423889 70.322479 25.46055 70.354424 26.007771 70.608582 26.0725 70.710533 26.545561 70.933029 26.69388 70.952477 26.726391 70.921371 26.66972 70.822479 26.74333 70.822746 26.627781 70.70137 26.42028 70.665527 26.351391 70.636093 26.54472 70.658577 26.65361 70.634407 26.504999 70.363037 26.56111 70.349136 26.801941 70.448303 26.79833 70.477203 27.100281 70.467194 26.96278 70.531372 27.058331 70.610527 27.26861 70.583038 27.09333 70.641922 27.136391 70.664978 27.0975 70.691933 27.139721 70.742203 27.34222 70.753036 27.28055 70.768593 27.31916 70.824417 27.62639 70.799423 27.47583 70.824417 27.53639 70.839706 27.497499 70.864433 27.258329 70.883034 27.128889 70.915253 27.156111 70.967484 27.349159 70.943314 27.21833 71.013031 27.27305 71.030258 27.475559 71.00386 27.54472 70.948593 27.57361 70.968307 27.525 71.034973 27.531111 71.081917 27.647499 71.091637 27.65222 71.122482 27.73583 71.093307 27.69611 71.059418 27.88611 71.032204 28.165279 71.075256 28.23555 71.073303 28.261391 71.045258 28.198059 71.016922 28.48694 70.991089 28.550831 70.968307 28.443609 70.86026 28.271111 70.813026 28.25222 70.787483 28.137779 70.780258 27.99305 70.811653 27.764999 70.779419 28.113609 70.737762 28.075001 70.703033 27.875549 70.671921 27.663891 70.602478 27.836941 70.61525 28.2125 70.700531 28.297779 70.708038 28.288891 70.654694 28.24194 70.618874 27.851669 70.478867 27.88139 70.425537 27.970831 70.491364 28.18222 70.497757 28.041109 70.447746 28.06555 70.435532 28.231939 70.505814 28.33555 70.505539 28.153891 70.369423 28.156111 70.244141 28.185829 70.159416 28.14917 70.118874 28.01524 70.069366) #(19.08444 69.801086 19.395 69.827759 19.43 69.862762 19.681391 69.975807 19.69194 69.994713 19.651939 70.020248 19.571659 69.994141 19.561661 70.048027 19.48694 70.04776 19.394171 69.988861 19.288891 70.040817 19.316389 70.081917 19.06361 70.068314 19.11722 70.024139 19.07139 70.012482 19.025551 70.036926 18.82917 70.000259 18.853331 69.977203 18.93111 69.962753 18.791389 69.954422 18.721109 69.939972 18.73805 69.920807 18.95528 69.870247 19.08444 69.801086) #(30.78455 69.791367 30.858959 69.789658) #(-78.799744 69.876083 -79.707237 69.85553 -79.902252 69.976357 -80.033913 69.944977 -80.040863 69.99498 -80.232803 70.007751 -80.326141 69.980263 -80.561417 70.046921 -81.151947 70.083862 -81.728638 70.132202 -81.761963 70.117477 -81.670563 70.065262 -81.299469 70.02803 -80.940308 69.862762 -80.763077 69.760803 -80.807251 69.741364 -80.967796 69.714417 -81.354462 69.880249 -81.769737 69.97554 -81.978897 70.064148 -83.04808 70.306923 -82.718079 70.201637 -81.710861 69.934143 -81.75946 69.90303 -81.960571 69.844147 -82.02002 69.873871 -82.118637 69.810532 -82.143631 69.781372 -82.273071 69.805252 -82.20668 69.828583 -82.314178 69.857483 -82.463913 69.841087 -82.728912 69.928589 -82.741409 69.910248 -83.066971 70.010803 -83.362518 69.975807 -84.310577 69.980263 -84.823639 70.028313 -84.87085 70.07164 -84.806396 70.086357 -84.811401 70.108582 -84.936684 70.065262 -85.369453 70.103592 -85.847519 70.088867 -85.851967 70.038307 -85.585571 70.067467 -85.243073 69.99498 -85.245033 69.984421 -85.839752 70.003036 -86.301964 70.121643 -86.556122 70.244713 -86.552513 70.346916 -86.591667 70.358307 -86.295303 70.472748 -86.29335 70.49025 -86.374733 70.525253 -86.340584 70.483871 -86.634193 70.389977 -86.647247 70.319427 -86.876129 70.326103 -86.896118 70.353027 -86.833069 70.366928 -86.748062 70.388603 -86.922234 70.38887 -86.988907 70.435532 -86.923897 70.45665 -87.099182 70.450531 -87.168907 70.386642 -86.972778 70.351929 -86.969193 70.312759 -86.999474 70.280533 -87.773361 70.33136 -87.785568 70.30304 -87.628632 70.29303 -87.623917 70.27803 -87.866386 70.238861 -88.234451 70.320824 -88.206703 70.352478 -87.901962 70.304428 -87.901962 70.32692 -88.136414 70.388603 -88.493896 70.438026 -88.810562 70.495247 -88.956947 70.583862 -89.00528 70.656921 -89.333008 70.794647) #(59.766102 69.689697 60.4711 69.720543 60.439709 69.756638 60.547771 69.805817 60.451649 69.880814 60.477489 69.916092 60.412769 69.954971 60.324711 69.951103 60.02055 70.101929 59.779148 70.126083 59.764149 70.167763 59.535259 70.205811 59.541931 70.252472 59.30888 70.371368 59.044159 70.447479 59.033039 70.478867 58.726101 70.416367 58.758881 70.387192 58.697491 70.354141 58.595539 70.331093 58.497211 70.33165 58.801659 70.235809 58.782768 70.213318 58.471661 70.26915 58.4086 70.250259 58.608879 70.137482 58.546101 70.126373 58.588039 70.059982 58.936008 69.901894 58.962212 69.880539 59.113319 69.854141 59.122761 69.872192 58.969711 69.920807 58.958599 69.940536 59.451649 69.875809 59.62582 69.789978 59.533871 69.753593 59.554989 69.742752 59.766102 69.689697) #(28.01524 70.069366 28.13361 70.082474 28.23222 70.165527 28.19722 70.259979 28.246111 70.412201 28.3225 70.436371 28.33194 70.474136 28.454439 70.488861 28.46611 70.453873 28.509159 70.444138 28.55666 70.504967 28.395 70.54747 28.509159 70.675262 28.62611 70.677467 28.522221 70.72081 28.67444 70.814972 28.853889 70.880539 29.100559 70.873306 29.400551 70.774979 29.296659 70.74054 29.33 70.707474 29.452221 70.694427 29.677219 70.743027 29.78166 70.731644 29.776661 70.674149 29.73889 70.647476 29.68944 70.613586 29.83555 70.635529 29.96722 70.70636 30.10194 70.709137 30.20277 70.669983 30.09944 70.640533 30.338329 70.60553 30.34166 70.59137 30.152769 70.528587 30.44944 70.556374 30.597219 70.53775 30.805269 70.409416 30.94389 70.449692 31.064159 70.361649 31.015551 70.333038 31.045561 70.311081 31.06333 70.280258 30.52305 70.24054 30.35 70.16803 30.38472 70.147476 30.343611 70.121643 30.14361 70.085533 30.157499 70.06636 29.78055 70.066933 28.731939 70.177467 28.594721 70.163857 28.753889 70.156372 28.612499 70.107758 28.743891 70.097748 29.68417 69.966919 29.40527 69.868027 29.422779 69.852753 29.53639 69.909416 29.73222 69.909698 29.76746 69.833023 29.52389 69.702187 29.522499 69.682213 29.49972 69.657204 29.664721 69.731644 30.064159 69.768044 29.958879 69.711639 29.941669 69.686653 30.07222 69.739151 30.121111 69.699982 30.18889 69.692467 30.114441 69.754967 30.20694 69.766083 30.20639 69.785812 30.158051 69.805252 30.178049 69.877197 30.308611 69.878593 30.402769 69.822479 30.418329 69.700531 30.39666 69.679138 30.41139 69.665527 30.452221 69.688583 30.45055 69.773033 30.46833 69.814423 30.649719 69.809982 30.72444 69.768044 30.78455 69.791367) #(-140.9991 69.644562 -141.2186 69.66803 -141.2603 69.634407 -141.38831 69.641083 -141.5659 69.728317 -141.8661 69.792763 -142.1114 69.85025 -142.2692 69.848587 -142.4314 69.941933 -143.01781 70.085457 -143.30029 70.111359 -143.29469 70.062187 -143.3056 70.044983 -143.3486 70.108871 -144.065 70.079147 -144.0275 70.032471 -144.065 70.016373 -144.1142 70.064423 -144.7075 69.972198 -145.3056 69.998581 -145.42529 70.041092 -145.5334 70.093307 -145.6078 70.064972 -145.8394 70.170532 -146.2169 70.174973 -147.16611 70.163857 -147.80251 70.22998 -147.8161 70.297203 -147.985 70.298309 -148.14751 70.35553 -148.505 70.311371 -148.5117 70.362198 -148.60719 70.39859 -148.8222 70.411087 -149.0594 70.468033 -149.4153 70.49054 -149.57919 70.5047 -149.88811 70.514977 -150.1161 70.437759 -150.4175 70.411362 -150.3689 70.486076 -150.5256 70.505249 -150.7939 70.493317 -150.9511 70.466637 -151.2092 70.424698 -151.19749 70.394974 -151.22031 70.371094 -151.5378 70.440536 -151.9483 70.444427 -151.9606 70.470261 -151.78419 70.519974 -151.7408 70.559982 -152.6106 70.550262 -152.6089 70.571091 -152.1895 70.583313 -152.2695 70.598312 -152.4986 70.649406 -152.50751 70.693863 -152.40919 70.720261 -152.4314 70.739433 -152.2168 70.812012) #(169.1852 69.569977 168.8325 69.570251 168.1516 69.696373 168.05881 69.759697 167.9586 69.773857 167.75191 69.827477 167.76221 69.839706 167.95 69.94136 168.2702 70.020538 169.4211 69.866089 169.45551 69.821091 169.40919 69.762802 169.27499 69.757751 169.2966 69.642471 169.1852 69.569977) #(-72.624481 70.626343 -72.542801 70.60997 -72.156128 70.77359 -71.326141 70.885529 -71.204742 70.852478 -71.173897 70.862198 -71.289467 70.913589 -71.185577 71.019417 -70.836143 71.114433 -70.755577 71.11554 -70.605026 71.056374 -70.51503 70.940536 -70.519737 70.913857 -70.732803 70.824142 -70.74086 70.7547 -70.786133 70.729713 -71.083076 70.661636 -71.175308 70.583588 -71.592796 70.606918 -71.588074 70.542763 -71.724747 70.490807 -71.759193 70.439972 -71.86586 70.437469 -71.960571 70.412483 -71.727249 70.41748 -71.755577 70.329147 -71.849747 70.290817 -71.733627 70.313873 -71.674744 70.369713 -71.655579 70.472473 -71.525299 70.524696 -71.495567 70.578873 -71.253082 70.549698 -71.162247 70.520538 -71.321693 70.306641 -71.280029 70.274979 -71.289467 70.246094 -71.51503 70.061081 -71.528084 70.020248 -71.331703 70.128593 -71.063606 70.503593 -71.05336 70.55304 -70.997238 70.625809 -69.873917 70.883324 -69.773911 70.859421 -69.781418 70.84137 -69.926407 70.744713 -70.245033 70.638313 -70.423363 70.636917 -70.478912 70.606644 -70.400299 70.530258 -70.408081 70.514137 -70.493073 70.485809 -70.309723 70.498032 -70.390297 70.584427 -70.382797 70.61525 -70.120033 70.618591 -70.027252 70.589706 -69.987808 70.649979 -69.847519 70.683296 -69.665848 70.682213 -69.649193 70.731087 -69.569473 70.771927 -69.414467 70.788589 -68.329742 70.5672 -68.27919 70.531082 -68.296127 70.494141 -68.451424 70.409416 -68.451691 70.372482 -68.4953 70.368591 -68.581131 70.404137 -68.54808 70.447746 -68.58252 70.464417 -68.661972 70.431091 -68.656967 70.338593 -68.784187 70.310257 -69.215027 70.277206 -70.166687 70.036636 -70.163094 70.012482 -70.020576 70.058594 -69.843918 70.024696 -69.822533 69.981644 -70.148621 69.962196 -70.228912 69.911636 -70.444183 69.860527 -70.35585 69.84137 -70.184189 69.910248 -69.745567 69.974701 -69.739471 70.001373 -69.805023 70.038857 -69.783913 70.089417 -69.653351 70.144974 -69.219467 70.188309 -69.059464 70.165253 -69.011688 70.181091 -69.129753 70.214706 -68.680573 70.203033 -68.644203 70.147476 -68.691132 70.131927 -69.460571 69.813309 -69.597519 69.837753 -69.785294 69.827187 -70.001129 69.656082 -69.982803 69.61554 -69.811127 69.728867 -69.805573 69.772476 -69.713364 69.80748 -69.38475 69.780807 -69.188347 69.887756 -68.870293 69.953033 -68.69252 69.931091 -68.569748 70.014977 -68.338364 70.064148 -68.193626 70.123581 -68.334747 70.141647 -68.292252 70.186653 -68.313629 70.222198 -68.055862 70.322746 -67.795029 70.258873 -67.216957 69.937759 -67.11586 69.727203 -67.237244 69.715263 -67.791412 69.779419 -68.087799 69.756088 -68.323639 69.62886 -68.458359 69.62915 -69.329193 69.532471 -69.688919 69.569427 -70.023216 69.53688) #(18.19055 69.529984 18.76222 69.562759 18.84639 69.603867 18.789721 69.629433 18.79417 69.671921 19.059719 69.759407 19.057779 69.787201 18.995831 69.824982 18.69305 69.884407 18.66194 69.861076 18.784439 69.77359 18.709721 69.684143 18.646391 69.726357 18.65 69.799423 18.546391 69.796921 18.48444 69.744423 18.47694 69.776917 18.342501 69.782761 18.351669 69.723312 18.632219 69.689697 18.187771 69.70137 18.291941 69.632751 18.399719 69.636093 18.32 69.609154 18.26861 69.619141 18.03194 69.627762 17.999439 69.583313 18.19055 69.529984) #(-51.10973 69.505539 -50.946949 69.563583 -50.96529 69.724426 -50.890011 69.767471 -50.840839 69.758034 -50.678341 69.818039 -50.670292 69.860527 -51.002239 69.918587 -51.207241 69.916367 -51.363071 69.851929 -51.197788 69.833313 -51.078621 69.874969 -51.014179 69.874969 -51.342789 69.738312 -51.385571 69.698868 -51.334728 69.685257 -51.241402 69.529419 -51.10973 69.505539) #(-79.974731 69.502197 -79.93808 69.531921 -80.08197 69.630539 -80.021973 69.643593 -79.91835 69.603592 -79.600304 69.612762 -79.342529 69.693039 -79.331703 69.713318 -79.44252 69.794983 -79.525299 69.806923 -79.896118 69.736649 -80.073349 69.749687 -80.153641 69.722198 -80.120567 69.758591 -80.206703 69.798027 -80.479172 69.789978 -80.498901 69.759697 -80.405029 69.712753 -80.666412 69.748032 -80.805023 69.697746 -80.46225 69.656372 -80.309189 69.55748 -80.23558 69.620796 -80.208618 69.618027 -80.236389 69.556091 -80.217239 69.52887 -79.974731 69.502197) #(-78.817497 69.452759 -78.087799 69.57692 -77.946671 69.646637 -77.982788 69.694702 -78.142227 69.742477 -78.26889 69.732193 -78.235023 69.668297 -78.315582 69.659698 -78.307251 69.686653 -78.39003 69.695534 -78.392242 69.646362 -78.564468 69.639687 -78.874191 69.486923 -78.817497 69.452759) #(-101.2189 69.371368 -101.0514 69.458588 -100.9992 69.441933 -100.9603 69.472473 -101.0533 69.504433 -101.1067 69.540817 -101.2431 69.54248 -101.2617 69.58165 -101.3497 69.572479 -101.3845 69.532761 -101.1864 69.47525 -101.2289 69.434692 -101.3003 69.4422 -101.2189 69.371368) #(-96.146667 69.34581 -96.096123 69.468033 -96.136398 69.546082 -96.652237 69.560806 -96.260834 69.366928 -96.146667 69.34581) #(-95.722778 69.320824 -95.539726 69.325256 -95.402512 69.383324 -95.360001 69.50914 -95.488892 69.565536 -95.625839 69.616089 -95.920288 69.595261 -96.008347 69.468033 -95.946121 69.413857 -95.994171 69.383324 -95.961937 69.346359 -95.862228 69.348038 -95.781403 69.463028 -95.823059 69.51442 -95.815842 69.562759 -95.694458 69.540253 -95.648354 69.403313 -95.731949 69.373032 -95.722778 69.320824) #(-53.717789 69.251083 -52.753071 69.358582 -52.066959 69.502197 -51.83363 69.626083 -51.840569 69.639687 -52.026951 69.673576 -51.9039 69.736923 -51.94334 69.777206 -52.04195 69.808868 -52.34668 69.847198 -52.73473 69.933029 -53.037231 70.116364 -53.310009 70.202759 -54.302231 70.31636 -54.76112 70.24054 -54.84362 70.175812 -54.817791 70.060532 -54.728352 70.019699 -54.252789 69.931374 -54.250561 69.911362 -54.70668 69.967194 -54.847511 69.944977 -54.868061 69.920807 -54.79612 69.875259 -54.930851 69.86026 -54.92223 69.823593 -54.849171 69.79303 -54.634449 69.774979 -54.408619 69.687187 -54.42474 69.670807 -54.677231 69.751373 -54.967232 69.727203 -54.80946 69.607758 -54.46056 69.558029 -53.99445 69.556641 -53.99057 69.596916 -53.940571 69.602203 -53.87001 69.561653 -53.978901 69.515808 -53.966961 69.48497 -53.730839 69.515533 -53.8564 69.461639 -53.776402 69.451637 -53.62862 69.49054 -53.558899 69.565536 -53.495289 69.556091 -53.576962 69.474136 -53.386398 69.439697 -53.79557 69.41748 -54.23196 69.449417 -54.259449 69.42247 -54.256119 69.385246 -53.87973 69.303864 -53.852509 69.263313 -53.717789 69.251083) #(-90.329742 69.235809 -90.154167 69.354713 -90.195282 69.416924 -90.215561 69.441093 -90.237793 69.416092 -90.241959 69.38942 -90.301964 69.434418 -90.4664 69.385803 -90.511414 69.357483 -90.409729 69.274139 -90.329742 69.235809) #(-76.897522 69.103867 -76.858627 69.148857 -76.949463 69.197479 -76.905029 69.226357 -76.676407 69.306091 -76.64473 69.381363 -76.723358 69.423576 -76.950851 69.395248 -77.113907 69.44165 -77.360023 69.392761 -77.381973 69.247482 -77.285843 69.153587 -77.171967 69.117203 -76.958908 69.142471 -76.897522 69.103867) #(17.040831 69.011368 17.201389 69.023857 17.186939 69.044693 17.17333 69.06665 17.46944 69.200256 17.525829 69.195534 17.485279 69.151093 17.90139 69.16803 18.00555 69.196373 17.87583 69.2397 17.968611 69.256638 17.92111 69.286636 17.9175 69.325531 18.10083 69.358032 18.074169 69.430817 18.01972 69.44165 18.002781 69.404984 17.94305 69.426086 18.053049 69.490807 17.94833 69.522751 17.845551 69.444702 17.8225 69.461357 17.888611 69.54747 17.829439 69.588028 17.74778 69.538589 17.69305 69.594971 17.65222 69.588593 17.69639 69.512756 17.625549 69.503036 17.53861 69.580811 17.46917 69.597748 17.45944 69.564697 17.61083 69.474701 17.59 69.455261 17.401939 69.523033 17.30167 69.526093 17.379721 69.473587 17.21278 69.500259 17.186939 69.490807 17.26111 69.444427 17.48167 69.430252 17.480829 69.419693 17.285271 69.410812 17.377769 69.381088 17.38472 69.360809 17.025551 69.397751 16.87611 69.356087 17.08555 69.357193 17.115829 69.326103 17.046671 69.317467 16.89666 69.299698 17.12278 69.246368 16.87583 69.221359 16.89555 69.192467 17.173889 69.195824 17.04528 69.12886 16.80139 69.116364 16.7675 69.090263 16.811661 69.049698 16.95611 69.067749 17.13611 69.069702 17.040831 69.011368) #(180.0 68.978706 180.0 71.003487) #(173.75011 69.846313 173.7666 69.856087 173.7686 69.876648 173.9252 69.844704 174.0336 69.881927 174.4922 69.86026 175.1516 69.861359 175.1552 69.848038 175.4319 69.853592 175.5527 69.893593 176.1261 69.886368 176.2813 69.805252 176.2339 69.775528 176.42 69.762756 176.6852 69.683594 178.13161 69.460823 178.28909 69.455544 178.24471 69.473587 178.47971 69.46611 178.8886 69.379433 179.06329 69.321373 178.88721 69.310806 178.6622 69.380814 178.65829 69.334702 178.70689 69.280533 179.2191 69.274406 179.9286 69.001389 179.91769 68.99054 179.5475 69.109421 179.58771 69.075256 179.7561 68.989151 180.0 68.978706) #(20.89138 68.926849 20.93111 68.94635 20.866659 69.004967 20.58609 69.063141) #(15.47778 68.877762 15.57306 68.965813 15.54194 69.012192 15.62389 68.98053 15.86389 69.026093 16.08861 69.157761 16.153891 69.276093 16.11194 69.312759 15.97472 69.280807 15.86944 69.228317 15.56028 69.094704 15.42278 68.979424 15.42028 68.911087 15.47778 68.877762) #(-180.00018 70.999878 -180.0 68.851898) #(-79.238907 68.827477 -78.934448 68.888603 -78.640846 69.04776 -78.458908 69.221916 -78.356407 69.196091 -78.211411 69.299973 -78.291412 69.374969 -78.458633 69.389977 -78.724747 69.331093 -78.623917 69.256927 -78.756683 69.257477 -78.878632 69.136642 -79.208618 69.082474 -79.309464 68.973587 -79.419189 68.920258 -79.400299 68.871918 -79.366127 68.847748 -79.238907 68.827477) #(-104.2636 68.941589 -103.4945 68.798576 -103.3533 68.784149 -103.36 68.813873 -103.2919 68.829971 -102.9908 68.794418 -102.7006 68.845261 -102.7658 68.882751 -102.7303 68.896637 -102.62 68.861076 -102.4856 68.871368 -102.38 68.954971 -101.8994 68.97525 -101.8064 69.00386 -101.8678 69.04248 -101.78 69.103867 -101.752 69.165527 -101.7853 69.196373 -101.9631 69.257202 -102.1067 69.179703 -102.2172 69.22525 -102.2014 69.279137 -102.0675 69.239151 -102.0458 69.296082 -102.1728 69.322479 -102.1606 69.354713 -102.0242 69.352753 -101.9311 69.407471 -101.9475 69.431374 -102.0933 69.487762 -102.4811 69.474701 -102.5308 69.409416 -102.8411 69.383324 -103.1825 69.111076 -103.2178 69.137192 -103.2047 69.200813 -103.0231 69.271637 -102.9914 69.424698 -103.0464 69.516922 -103.0961 69.515533 -103.0919 69.473862 -103.1361 69.436371 -103.2167 69.551086 -103.5072 69.617752 -103.477 69.693588 -103.2975 69.696907 -103.1867 69.629433 -102.7981 69.529984 -102.5078 69.564148 -102.492 69.696373 -102.5922 69.693863 -102.6745 69.750259 -102.6733 69.766373 -102.5764 69.737473 -102.3761 69.809418 -102.3497 69.756363 -102.2995 69.794418 -102.3322 69.841087 -102.2372 69.850807 -102.2531 69.901093 -102.2175 69.916924 -102.1661 69.882202 -102.177 69.849136 -102.1389 69.823029 -102.035 69.847473 -101.9303 69.733582 -101.8564 69.743027 -101.6645 69.649406 -101.5597 69.764977 -101.4453 69.909149 -101.4164 69.886917 -101.4683 69.823029 -101.3297 69.669983 -101.0645 69.64859 -100.9386 69.67247 -100.8781 69.771637 -100.87 69.814423 -100.9614 69.939148 -100.9222 69.965263 -101.0028 70.088867 -100.9733 70.155533 -100.9997 70.17276 -101.112 70.197197 -101.2389 70.133034 -101.3761 70.17775 -101.4134 70.12442 -101.56 70.113586 -101.6508 70.221359 -101.5886 70.271927 -101.7278 70.307213 -101.8495 70.256638 -101.9256 70.260529 -102.2814 70.38414 -102.86 70.512756 -102.8483 70.593872 -103.0253 70.660248 -103.1367 70.674423 -103.1558 70.654984 -103.1083 70.560532 -102.915 70.505249 -102.9306 70.49054 -103.1219 70.501923 -103.3094 70.595261 -103.4906 70.587479 -103.6247 70.628036 -103.657 70.665527 -104.0003 70.757202 -104.1228 70.914703 -104.4133 70.998871) #(-180.0 68.851898 -179.77228 68.85685 -179.62462 68.854385 -179.45973 68.812553 -179.28993 68.770714 -179.0 68.767822) #(48.828892 68.726639 49.495548 68.82164 49.90778 68.991928 49.883598 69.007477 49.86055 69.01886 50.146111 69.140808 50.224998 69.143044 50.11721 69.03331 50.127209 68.99025 50.177212 69.011368 50.331108 69.124687 50.305271 69.161926 50.10416 69.281082 49.24416 69.505539 48.943321 69.506927 48.634991 69.444138 48.391659 69.335251 48.27528 69.230263 48.265541 69.123032 48.244991 69.088463 48.211391 68.995529 48.266659 68.976089 48.227779 68.953583 48.225552 68.882751 48.283329 68.897476 48.29472 68.858582 48.59 68.728592 48.828892 68.726639) #(-134.323 68.717453 -134.43111 68.792763 -134.4886 68.870247 -134.6667 68.956093 -134.6736 69.017761 -134.5681 69.106644 -134.07809 69.345543 -133.8578 69.440811 -133.7484 69.542213 -133.7917 69.57692 -133.8056 69.539429 -133.9472 69.506363 -133.9778 69.528587 -134.125 69.542213 -134.1795 69.587479 -134.21919 69.578873 -134.147 69.635529 -134.2253 69.675812 -134.35139 69.668869 -134.31219 69.721077 -134.4931 69.715813 -134.4017 69.638313 -134.4778 69.538589 -134.5764 69.54776 -134.5939 69.509407 -134.52139 69.47525 -134.5256 69.507751 -134.47501 69.515533 -134.4084 69.491364 -134.42081 69.463028 -134.49609 69.441933 -134.67751 69.480797 -135.1508 69.476929 -135.2872 69.419144 -135.2408 69.308296 -135.1861 69.286087 -135.17059 69.257751 -135.57201 69.338593 -135.6106 69.319702 -135.5506 69.229141 -135.5853 69.223312 -135.6595 69.31665 -135.7328 69.330811 -135.8486 69.296921 -135.8522 69.268044 -135.60719 69.145248 -135.9261 69.2547 -135.96719 69.214706 -135.9361 69.099701 -135.7209 69.046082 -135.7045 69.014977 -135.80251 68.989433 -135.97839 69.040817 -135.9875 69.011917 -135.9211 68.954422 -135.9984 68.956917 -135.9953 68.942467 -135.825 68.895813 -135.52921 68.928589 -135.45531 68.977753 -134.9147 68.966637 -134.8342 68.987473 -134.767 68.953308 -134.4678 68.762482 -134.4575 68.719147 -134.323 68.717453) #(-100.367 68.710533 -100.1722 68.799423 -100.205 68.846649 -100.1311 68.909973 -100.2389 68.924149 -100.3236 68.996094 -100.5436 69.036636 -100.6281 68.991364 -100.5736 68.936653 -100.6261 68.912483 -100.6231 68.761917 -100.572 68.754433 -100.53 68.787483 -100.4542 68.788857 -100.4797 68.748871 -100.367 68.710533) #(-122.7486 69.825157 -122.8081 69.793587 -122.9592 69.833588 -123.1522 69.768044 -123.0964 69.670532 -123.1622 69.618591 -123.1267 69.571091 -123.18 69.492477 -123.3011 69.506638 -123.4286 69.476357 -123.4508 69.446907 -123.3914 69.406921 -123.68 69.353317 -123.7461 69.378311 -123.8895 69.36525 -123.9847 69.404984 -124.0164 69.37915 -123.9925 69.345543 -124.2336 69.347748 -124.4722 69.374153 -124.5122 69.40831 -124.4145 69.41275 -124.4367 69.451637 -124.3953 69.486923 -124.2406 69.550262 -124.2036 69.619713 -124.0353 69.678864 -124.0697 69.723587 -124.3286 69.698593 -124.5036 69.730797 -124.4425 69.832748 -124.4483 69.862762 -124.4639 69.913589 -124.4331 69.948029 -124.5344 69.968582 -124.3719 70.029419 -124.3667 70.078033 -124.4461 70.108871 -124.3939 70.14859 -124.55 70.157471 -124.7439 70.127197 -124.7439 70.112198 -124.4414 70.076103 -124.4361 70.036362 -124.5486 70.047203 -124.5336 70.019417 -124.5978 70.015259 -124.6453 70.071907 -124.7144 70.069138 -124.9569 70.032204 -124.9867 70.041641 -124.9817 70.074417 -125.017 70.078873 -125.2022 69.997757 -125.1908 69.931923 -125.1106 69.969971 -124.827 70.012482 -124.8222 69.996094 -124.7645 69.97081 -124.6686 70.016083 -124.6278 69.98497 -124.6583 69.96553 -124.8933 69.940262 -125.0731 69.791641 -125.1572 69.823593 -125.1844 69.855797 -125.2764 69.808296 -125.2414 69.760246 -124.8975 69.750526 -124.822 69.714981 -124.8664 69.682747 -124.9383 69.645813 -124.9753 69.730797 -125.0795 69.742752 -125.3781 69.678589 -125.41 69.628036 -125.2178 69.578033 -125.2928 69.549149 -125.1856 69.507202 -125.1317 69.484703 -125.3242 69.523857 -125.5781 69.471649 -125.6095 69.415253 -125.2345 69.462196 -125.0894 69.449692 -125.112 69.415817 -125.1653 69.381638 -125.4606 69.401093 -125.3922 69.359421 -125.4264 69.312187 -125.8067 69.383873 -125.9889 69.430527 -126.7058 69.766083 -126.8111 69.916367 -126.7653 69.93248 -126.8933 70.008873 -127.0611 70.18248 -127.2747 70.326103 -127.9967 70.59053 -128.08279 70.55275 -128.1606 70.491364 -128.1967 70.391922 -128.15781 70.371094 -127.9019 70.393311 -127.9725 70.345261 -128.1122 70.359703 -128.0284 70.286362 -127.7167 70.259697 -127.515 70.221649 -128.10921 70.182213 -128.3683 70.101639 -128.3614 70.058868 -128.30859 70.008034 -128.3242 69.948303 -128.9734 69.721649 -128.925 69.680817 -128.97749 69.674698 -129.1539 69.700256 -129.1297 69.74942 -129.16949 69.824692 -129.1097 69.847748 -128.9344 69.844147 -128.9561 69.889687 -128.8983 69.914429 -128.8989 69.962753 -128.9653 69.962479 -129.0589 69.873871 -129.14861 69.849983 -129.9447 69.756088 -130.3383 69.678307 -130.7478 69.449142 -130.64529 69.454697 -130.66811 69.424698 -130.77139 69.398857 -130.9472 69.264137 -130.9567 69.161926 -130.92281 69.135246 -131.01421 69.136917 -131.0247 69.209702 -130.9117 69.322197 -130.897 69.369713 -130.92751 69.393311 -131.0278 69.306641 -131.04781 69.33609 -130.9295 69.425262 -130.942 69.517761 -130.9903 69.539429 -131.0056 69.412483 -131.11639 69.322479 -131.03391 69.429138 -131.0386 69.511917 -131.10451 69.57164 -131.0831 69.60054 -131.1236 69.6147 -131.1839 69.602478 -131.1947 69.578873 -131.06219 69.510246 -131.10001 69.394417 -131.1458 69.374687 -131.1136 69.513313 -131.2225 69.574692 -131.14639 69.443314 -131.19341 69.36525 -131.41499 69.301361 -131.2072 69.399979 -131.21609 69.448303 -131.2572 69.501648 -131.26331 69.469147 -131.2514 69.404419 -131.32201 69.493317 -131.3764 69.449982 -131.42081 69.361649 -131.5347 69.333313 -131.4225 69.439697 -131.6075 69.473312 -131.67999 69.45192 -131.6458 69.421654 -131.8795 69.428307 -131.965 69.397202 -131.7144 69.397751 -131.8145 69.312187 -132.19701 69.212196 -132.2917 69.203873 -132.29469 69.231369 -132.3398 69.226639 -132.38499 69.139137 -132.4675 69.107193 -132.4239 69.150253 -132.4084 69.226929 -132.4353 69.230263 -132.4481 69.170532 -132.50639 69.12915 -132.8656 69.068314 -132.8681 69.026917 -132.8558 68.984421 -132.6758 68.926651 -132.8159 68.931923 -132.8159 68.904694 -132.705 68.880814 -132.7758 68.844147 -132.64639 68.849426 -132.6389 68.883591 -132.53889 68.877472 -132.5067 68.892197 -132.39281 68.85997 -132.4245 68.835251 -132.707 68.813873 -132.7225 68.786926 -132.7847 68.818588 -132.9619 68.851639 -132.9381 68.795807 -133.26579 68.859421 -133.3811 68.835533 -133.2047 68.786636 -133.2209 68.771637 -133.01199 68.713028 -132.9183 68.690262 -133.272 68.734421 -133.48421 68.811653 -133.4847 68.85025 -133.4258 68.851639 -133.46111 68.892761 -133.3994 68.881363 -133.3347 68.866089 -133.2261 68.913589 -133.21671 69.001923 -133.1833 69.040817 -132.9192 69.074982 -132.92281 68.985809 -132.8822 68.985527 -132.8981 69.077187 -132.8297 69.106918 -132.9072 69.12442 -132.82919 69.221359 -132.58 69.287483 -132.51559 69.268311 -132.505 69.202759 -132.48531 69.16275 -132.4317 69.256363 -132.44341 69.293587 -132.39281 69.308594 -132.3159 69.247757 -132.3394 69.311081 -132.0817 69.374687 -132.09419 69.41803 -132.08 69.480797 -132.0128 69.521362 -131.03999 69.640808 -131.0267 69.593033 -130.9192 69.5672 -130.81219 69.648323 -130.57829 69.708038 -130.522 69.782471 -130.0883 69.872192 -129.4942 70.026642 -129.5536 70.042763 -129.4695 70.049423 -129.41 70.094421 -129.40469 70.123032 -129.4323 70.126923 -129.4572 70.092484 -129.50391 70.109421 -129.4592 70.147476 -129.6295 70.160812 -129.5919 70.188583 -129.6611 70.252472 -129.78999 70.219971 -129.86861 70.099136 -130.0909 70.083313 -130.105 70.109703 -130.1575 70.056374 -130.1936 70.05748 -130.17081 70.105263 -130.3297 70.078873 -130.28529 70.101639 -130.4003 70.166367 -130.5242 70.103867 -130.5472 70.127472 -130.4722 70.173859 -130.657 70.13414 -130.66451 70.09137 -130.7484 70.081917 -130.71359 70.125526 -130.8053 70.104713 -131.0195 70.027763 -130.9306 70.021362 -131.0047 70.00386 -131.0806 69.884979 -131.1703 69.881927 -131.1519 69.85997 -131.185 69.824142 -131.2206 69.843033 -131.20329 69.889137 -131.24609 69.931091 -131.41029 69.957199 -131.4325 69.934982 -131.41859 69.901917 -131.645 69.864967 -131.76559 69.794693 -131.9344 69.761917 -132.147 69.685257 -132.2942 69.708313 -132.5406 69.740807 -132.6031 69.687187 -132.6022 69.666924 -132.4411 69.702477 -132.44949 69.654419 -132.36391 69.687759 -132.3325 69.671082 -132.4175 69.635529 -132.8922 69.655869) #(-132.8922 69.655869 -132.9886 69.595261 -132.95219 69.563309 -133.00861 69.477753 -133.6703 69.386642 -133.6911 69.359154 -133.70081 69.333862 -133.77 69.350807 -133.90559 69.287483 -134.1628 69.2547 -134.26469 69.159698 -134.55499 69.087753 -134.6292 69.008873 -134.6145 68.983307 -134.2234 68.699692 -134.2464 68.687469 -134.35809 68.680527 -134.47391 68.711357 -134.67641 68.877197 -134.8456 68.929428 -134.9922 68.8797 -135.2417 68.926933 -135.60001 68.890533 -135.60451 68.873032 -135.3419 68.83165 -135.5061 68.832474 -135.32249 68.72525 -135.187 68.687759 -135.3261 68.669144 -135.4239 68.699142 -136.0278 68.873032 -136.5222 68.909149 -136.6525 68.871094 -136.88721 68.916641 -137.255 68.948303 -138.2189 69.173309 -138.33501 69.239151 -138.3564 69.298309 -138.4097 69.303864 -138.4075 69.276917 -138.6006 69.236649 -138.6517 69.295258 -138.9395 69.399979 -139.1286 69.508324 -139.68781 69.574417 -139.7664 69.599983 -140.4883 69.599426 -140.9991 69.644562) #(-110.0132 68.62117 -108.9375 68.741089 -108.5514 68.879433 -108.5297 68.901367 -108.5633 68.933594 -108.4922 68.947479 -108.1756 68.931091 -107.5539 68.97554 -107.3042 69.032471 -107.1381 69.150528 -106.9361 69.21109 -106.925 69.239433 -106.9972 69.335251 -106.955 69.357193 -106.7533 69.37915 -106.7331 69.44165 -106.555 69.496368 -106.3103 69.40387 -106.2736 69.281372 -106.4103 69.217758 -106.4061 69.180527 -106.1778 69.14415 -105.8303 69.172203 -105.5539 69.152481 -105.4667 69.097473 -105.0358 69.05748 -105.0833 69.106369 -104.9117 69.065811 -104.9453 69.025818 -105.2742 68.948868 -104.8345 68.869713 -104.5117 68.873032 -104.4453 68.938873 -104.2708 68.900528 -104.2636 68.941589) #(15.05917 68.572479 15.39583 68.676651 15.40139 68.718872 15.36861 68.74025 15.27389 68.758034 15.35639 68.803864 15.37528 68.849426 15.23778 68.823868 15.29305 68.912201 15.23861 68.90831 15.14444 69.008324 15.08778 69.008034 15.01167 68.97081 15.01167 68.94136 15.11917 68.855263 15.14861 68.812187 15.03972 68.847473 15.00139 68.796371 14.95167 68.860527 14.90528 68.841919 14.95055 68.806091 14.90222 68.754433 14.67361 68.758591 14.67667 68.825256 14.62167 68.823303 14.60778 68.799973 14.64278 68.784973 14.56278 68.748581 14.55139 68.798576 14.52 68.801361 14.43861 68.75386 14.53916 68.731918 14.37111 68.683594 14.40861 68.635246 14.44861 68.604141 14.62028 68.622757 14.67833 68.707474 14.99639 68.698303 15.06611 68.743874 14.99667 68.761917 15.15 68.749153 15.15778 68.694977 14.96556 68.661362 14.81056 68.616928 15.05917 68.572479) #(-101.8314 68.566933 -101.7953 68.62886 -101.825 68.649696 -101.7017 68.637756 -101.6825 68.661636 -101.6942 68.768044 -102.0231 68.819427 -102.3417 68.678864 -101.8314 68.566933) #(151.6597 70.987427 152.5338 70.844147 152.5416 70.788879 153.4525 70.877472 153.6761 70.854424 154.23579 70.961357 155.42191 71.05275 155.5219 71.044693 155.4938 71.002197 155.5361 70.974426 155.5997 71.058594 155.8363 71.090263 156.78 71.093033 157.9783 71.040817 159.1516 70.844971 159.7002 70.658577 160.03799 70.405533 160.1058 70.276093 160.08971 70.238586 160.0083 70.201103 159.9539 70.121918 159.6886 70.133034 159.9113 70.093582 159.8569 70.059982 159.8638 69.994423 159.72549 69.936371 159.688 69.885529 159.7988 69.808594 159.72971 69.739151 159.87109 69.79303 160.1599 69.709976 160.175 69.728027 160.31799 69.696907 160.3152 69.652763 160.91299 69.641373 161.0058 69.574142 160.93221 69.509979 160.9241 69.45192 160.9852 69.361923 161.0414 69.160828 160.96381 69.103592 161.27049 69.042213 161.41161 68.979713 161.3791 68.924149 161.21719 68.789978 161.2202 68.736923 161.0925 68.586639 161.0125 68.550812 160.75549 68.561653 160.7666 68.535538 160.96941 68.519974 161.1277 68.555252 161.3416 68.699982 161.2905 68.736649 161.3277 68.798309 161.5797 68.914978 161.5519 69.036362 161.4919 69.069427 161.4808 69.116638 161.39079 69.218307 161.463 69.289139 161.4166 69.325531 161.485 69.344421 161.4325 69.373871 161.46159 69.390259 162.0161 69.543869 162.0211 69.582748 162.3233 69.662201 162.3277 69.699692 162.75301 69.648033 163.21719 69.717194 163.5999 69.680527 163.8725 69.728867 164.08501 69.761642 164.16521 69.708038 164.53239 69.599426 164.8972 69.583313 166.69411 69.513313 166.6899 69.492203 166.9413 69.500809 167.645 69.758324 167.7869 69.776093 168.07829 69.702187 167.95 69.659698 167.948 69.638031 168.1008 69.602753 168.258 69.532471 168.23689 69.501648 168.2305 69.291367 168.35519 69.221359 169.3589 69.082748 169.39771 69.054703 169.44051 68.863052 169.47971 68.819977 169.61659 68.776093 170.36861 68.819702 170.6133 68.755814 170.4416 68.835251 170.4514 68.861359 170.6599 68.911362 170.65109 68.884407 170.7213 68.818863 170.6886 68.939972 170.8938 68.989151 170.9697 69.051086 171.05721 69.019974 171.1608 69.040253 171.00771 69.065536 171.00191 69.114967 170.8891 69.17775 170.9308 69.239967 170.90739 69.306091 170.7422 69.38942 170.6655 69.532761 170.5424 69.604713 170.1627 69.594421 170.12109 69.617203 170.1561 69.659973 170.298 69.734421 170.46159 69.7397 170.5672 69.77803 170.53551 69.817467 170.55251 70.088593 170.40221 70.111923 170.4491 70.131927 170.578 70.123032 172.3474 69.970543 172.73689 69.979141 173.2325 69.816093 173.1855 69.803307 173.19189 69.779694 173.37 69.785248 173.4772 69.822479 173.46941 69.844971 173.28 69.909973 173.1619 69.900253 173.21249 69.926651 173.4763 69.950813 173.75011 69.846313) #(-96.607788 68.457474 -96.291397 68.473038 -96.127792 68.563873 -95.843903 68.6147 -95.801682 68.733871 -95.593903 68.752762 -95.539169 68.723312 -95.550293 68.69664 -95.546951 68.668869 -95.263062 68.80275 -95.210564 68.854713 -95.365303 68.899139 -95.654167 68.826637 -95.688606 68.873581 -95.840286 68.877197 -95.978058 69.049149 -95.924454 69.089417 -95.955566 69.141922 -96.073624 69.231644 -96.156952 69.163307 -96.118896 69.025528 -96.195282 69.038307 -96.235001 69.064148 -96.211403 69.128036 -96.251404 69.15387 -96.172501 69.265259 -96.218613 69.311081 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68.526093 -111.2183 68.55275 -111.3892 68.565811 -111.392 68.582474 -110.8775 68.607483 -110.8503 68.591087 -110.5611 68.616638 -110.3636 68.574692 -110.22 68.62915 -110.0132 68.62117) #(-29.23436 70.439537 -29.12528 70.386642 -28.805 70.465263 -28.278061 70.50386 -28.34584 70.439697 -28.334169 70.408859 -28.225281 70.368317 -28.099449 70.382477 -26.72472 70.478592 -26.4825 70.463867 -26.341669 70.386368 -26.353889 70.360283 -26.727779 70.287483 -26.95389 70.323593 -27.196671 70.266647 -27.43306 70.172203 -27.876949 70.088318 -28.09972 70.141083 -28.264721 70.139687 -28.441111 70.082474 -28.57584 70.095543 -28.58778 70.081917 -28.53083 70.043587 -28.125839 70.071907 -27.96806 70.006927 -27.535 70.049438 -27.51722 69.966919 -27.41584 69.955261 -27.274441 69.993591 -27.17028 70.169418 -26.89917 70.248581 -26.79723 70.253036 -26.307501 70.197746 -25.936951 70.292763 -25.21278 70.41304 -25.22834 70.382202 -25.394449 70.359154 -25.27528 70.353317 -25.353889 70.29747 -25.32972 70.273857 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-27.779169 68.468033 -27.92028 68.510803 -27.945841 68.568588 -28.036949 68.556374 -28.01222 68.448868 -28.102779 68.438873 -28.27667 68.501923 -28.35965 68.495163) #(-104.5725 68.394699 -104.4414 68.417213 -104.4278 68.456917 -104.4828 68.511642 -104.6825 68.573868 -104.9647 68.580811 -105.0817 68.546371 -104.8831 68.449982 -104.5725 68.394699) #(-74.994461 68.332748 -74.826141 68.342194 -74.816116 68.369713 -74.863907 68.3797 -74.776688 68.410538 -74.9039 68.426651 -74.777252 68.459976 -74.780579 68.49025 -74.844467 68.517761 -75.002502 68.673309 -75.224731 68.706093 -75.311974 68.689697 -75.416412 68.518044 -75.370033 68.4897 -75.029167 68.390533 -74.994461 68.332748) #(68.649979 68.312187 68.58136 68.332199 68.570251 68.376083 68.904694 68.614433 69.108307 68.872482 68.983307 68.874969 68.954422 68.904984 69.220261 68.957199 69.013603 68.944427 69.021637 68.964142 68.819977 68.911926 68.655258 68.921654 68.449692 68.983582 68.05748 69.269417 68.025253 69.35025 68.109421 69.38887 68.102753 69.496918 68.084976 69.550537 68.025253 69.532471 68.027763 69.500809 67.986649 69.482758 67.786087 69.516647 67.613037 69.591637 66.982193 69.699692 66.988586 69.676086 66.981918 69.643593 66.857193 69.630814 66.953873 69.535538 66.936371 69.521362 66.873581 69.541367 66.784698 69.592484 66.789703 69.694977 66.873306 70.001083 66.920807 70.039978 66.983032 70.054703 67.0047 70.024139 66.966637 69.988312 67.029137 69.958313 67.248581 70.015533 67.324142 70.103592 67.277206 70.093872 67.291641 70.158577 67.244141 70.188583 67.238312 70.141083 67.088028 70.217194 67.206917 70.396927 67.266647 70.411087 67.208862 70.526642 67.339706 70.750259 67.306641 70.79248 67.228867 70.825531 67.107193 70.835251 66.688873 70.760529 66.646927 70.838867 66.615807 70.887482 66.891647 71.077477 66.821373 71.101929 66.739433 71.046921 66.773857 71.017471 66.7547 71.0047 66.679138 71.001083 66.616364 71.025818 66.641373 71.071907 66.783859 71.142197 66.915527 71.292763 67.137756 71.314697 67.794693 71.487198 68.305252 71.709427 68.465263 71.812469 68.770248 72.277481 68.846916 72.45636 68.914978 72.481087 68.866638 72.528313 68.904419 72.549149 68.978592 72.671082 68.98526 72.702477 69.203308 72.780807 69.310532 72.879433 69.31192 72.935257 69.369423 72.960533 69.530533 72.974701 69.78804 72.964142 69.783577 72.934143 69.562187 72.914703 69.548027 72.895538 71.556557 72.907944) #(14.985 68.263031 15.55917 68.472198 15.54222 68.507477 15.61139 68.473312 15.34083 68.343872 15.335 68.326103 15.42611 68.333588 15.59972 68.30748 15.77861 68.434418 15.85555 68.431923 15.86444 68.462196 15.86972 68.399406 15.88333 68.362198 15.96028 68.380814 16.09944 68.534149 16.5075 68.55748 16.57361 68.702187 16.52861 68.721077 16.55583 68.773857 16.4925 68.78775 16.553329 68.82164 16.24305 68.89859 16.29277 68.837479 16.17889 68.851639 16.087219 68.813873 16.09639 68.792763 16.20639 68.754967 16.203609 68.72998 16.067221 68.727753 16.037781 68.696373 16.08305 68.677467 16.07333 68.633591 15.97639 68.665817 15.8125 68.606644 15.80861 68.554428 15.73944 68.526093 15.77361 68.626373 15.86389 68.646927 15.98444 68.74498 15.93972 68.785538 15.76333 68.732758 15.87583 68.792213 15.91166 68.95192 15.88694 68.963593 15.63611 68.94664 15.56917 68.878036 15.55361 68.843033 15.63861 68.818039 15.45944 68.808296 15.45472 68.756927 15.50916 68.736359 15.64555 68.739151 15.71361 68.698593 15.45167 68.72998 15.43556 68.703873 15.45833 68.656921 15.63194 68.605797 15.43806 68.615807 15.45194 68.552467 15.22278 68.560532 15.18167 68.522202 15.33583 68.48526 15.22944 68.449692 15.0 68.30304 14.985 68.263031) #(-70.023216 69.53688 -69.685028 69.548859 -69.300018 69.506088 -68.971413 69.555817 -68.593918 69.585533 -67.946411 69.454697 -67.258636 69.467484 -66.92836 69.383034 -66.676407 69.265808 -66.646683 69.203583 -66.689743 69.161926 -66.776138 69.12886 -67.016693 69.178589 -67.535294 69.159149 -68.210022 69.311371 -69.01503 69.35498 -69.241409 69.284149 -69.235023 69.259697 -69.11586 69.303307 -68.172523 69.269699 -68.088638 69.228867 -68.13002 69.197746 -68.263077 69.211357 -68.505287 69.195824 -68.707237 69.138313 -69.011139 69.119713 -69.09169 69.090813 -68.926971 69.098312 -68.956131 69.034149 -69.01503 68.976089 -68.930573 68.992752 -68.926407 69.025818 -68.61586 69.135803 -68.351677 69.171654 -67.725304 69.032204 -67.72113 69.009697 -68.029457 68.971359 -68.314194 69.010529 -68.485863 68.983307 -68.30336 68.985809 -68.040573 68.935257 -68.089752 68.901367 -68.001129 68.885529 -67.986969 68.854424 -68.473083 68.898857 -67.820297 68.787201 -68.407791 68.839142 -68.611969 68.835823 -68.515297 68.813583 -68.491676 68.791092 -68.967529 68.814697 -69.051971 68.846649 -69.361969 68.874153 -69.39447 68.857758 -69.245567 68.851357 -69.154167 68.827187 -69.357803 68.829147 -69.371407 68.812759 -68.95752 68.790527 -68.96669 68.754433 -68.52919 68.746643 -68.137527 68.691933 -68.095863 68.657204 -68.094467 68.627762 -68.680573 68.655533 -68.883911 68.608582 -68.594193 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71.196091 -52.488899 71.222748 -52.3139 71.24054 -52.246681 71.28331 -52.28223 71.352478 -51.97279 71.42804 -51.388069 71.439697 -51.34552 71.482986) #(56.49263 68.581497 56.574711 68.635246 56.649151 68.634407 56.87027 68.563026 57.108051 68.540527 57.398041 68.580811 57.6161 68.741364 57.937481 68.750809 57.982769 68.784416 57.94249 68.819427 57.971371 68.846916 58.227772 68.887482 58.244431 68.869713 58.197491 68.833313 58.257771 68.781082 58.374439 68.750259 58.336102 68.730263 58.434711 68.742203 58.42915 68.762192 58.284988 68.791092 58.253601 68.840263 58.28944 68.900253 58.601101 68.961906 59.195541 68.997192 59.229431 68.97998 58.888599 68.933594 59.09277 68.911362 59.2761 68.833588 59.427212 68.745247 59.394989 68.699417 59.177761 68.697746 59.05777 68.616089 59.062481 68.570251 59.12471 68.530807 59.075821 68.47998 59.073318 68.421371 59.127209 68.401093 59.681099 68.338028 59.8736 68.385529 59.969151 68.467758 59.936378 68.523323 59.760269 68.640533 59.78693 68.668587 59.923321 68.72081 60.086651 68.686653 60.431099 68.707748 60.594711 68.750809 60.80027 68.888603 60.909988 68.914703 60.944149 68.983871 60.92194 69.099426 60.799709 69.164429 60.7211 69.170532 60.73415 69.106369 60.65971 69.105797 60.58527 69.136917 60.579708 69.274139 60.372761 69.415817 60.277489 69.490807 60.140541 69.574142 60.164989 69.635803 60.28693 69.670532 60.424709 69.666092 60.670818 69.679428 60.632771 69.727753 60.7211 69.73053 60.688042 69.759697 60.696098 69.811371 60.790539 69.851089 60.93166 69.863037 61.345268 69.812187 63.227489 69.688873 64.172203 69.537201 64.959137 69.319977 64.996368 69.285812 64.828033 69.284149 64.763031 69.190811 64.766922 69.152481 64.805817 69.143044 64.942749 69.204697 64.920258 69.235809 65.0672 69.272202 65.880814 69.121643 65.875809 69.10054 65.6772 69.118317 67.1297 68.837196 67.04248 68.815536 67.039139 68.789703 67.209976 68.699417 67.338318 68.690811 67.719147 68.531921 68.159416 68.411362 68.260529 68.334702 68.185257 68.236076 68.276642 68.233307 68.264977 68.187469 68.313873 68.193588 68.496643 68.271362 68.649979 68.312187) #(14.21055 68.166924 14.38361 68.179703 14.66972 68.246368 14.62472 68.258591 14.69278 68.281647 14.69694 68.31636 14.73861 68.33165 14.72139 68.251923 14.78194 68.260246 15.11417 68.411087 15.15861 68.452477 14.89583 68.428864 14.87861 68.373032 14.75222 68.351639 14.82805 68.400253 14.78528 68.424698 14.70639 68.42247 14.69583 68.374969 14.63972 68.425537 14.38389 68.367203 14.48361 68.328033 14.48306 68.295807 14.31722 68.315262 14.295 68.281082 14.33028 68.260803 14.20194 68.200256 14.21055 68.166924) #(30.858959 69.789658 30.90416 69.791092 31.40583 69.716087 31.403891 69.684418 31.32999 69.626923 31.324169 69.611923 31.45694 69.692749 31.77389 69.681091 31.81028 69.693588 31.691389 69.732193 31.713329 69.825813 31.756941 69.846649 31.86916 69.841637 32.038601 69.768311 32.079159 69.786636 32.090549 69.811371 31.91139 69.931091 31.941111 69.967484 32.055828 69.959427 32.516109 69.834427 32.523331 69.794144 32.724159 69.794693 33.130829 69.725807 33.121109 69.684143 33.045559 69.617477 32.849159 69.582474 32.161659 69.656372 32.182781 69.709976 32.15527 69.742752 32.10722 69.74498 32.12138 69.709976 32.094158 69.66275 31.970551 69.647751 32.068329 69.620796 32.01305 69.562187 32.134441 69.599426 32.434719 69.567749 32.39333 69.536087 32.4986 69.511368 32.485279 69.49942 32.190281 69.42775 32.286381 69.426651 32.46278 69.49054 32.901939 69.481087 32.81443 69.449417 32.778049 69.409698 32.89333 69.459137 33.069721 69.472473 33.07943 69.462196 32.82999 69.341087 32.851101 69.308296 32.958611 69.384697 33.326939 69.448868 33.52166 69.421921 33.492222 69.374969 33.45472 69.343307 33.289162 69.296082 33.30722 69.280258 33.477489 69.267761 33.294441 69.228027 33.522221 69.216087 33.51083 69.178864 33.01944 69.056091 33.008888 68.965263 33.031658 68.957474 33.047779 69.041641 33.075272 69.059418 33.255829 69.079422 33.567501 69.183029 33.581669 69.31192 33.641392 69.325531 34.37138 69.315811 34.664989 69.244141 35.129711 69.217758 35.178329 69.178864 35.266109 69.218582 35.16888 69.255249 35.178329 69.27359 35.67944 69.21637 36.411659 69.035248 37.824711 68.65831 37.867771 68.623306 38.332218 68.436371 38.40361 68.334702 38.768608 68.283859 38.608601 68.327477 38.5061 68.368591 38.637501 68.380814 39.10944 68.211357 39.61005 68.059914) #(13.48944 68.043587 13.55528 68.083313 13.59472 68.121368 13.68556 68.06192 13.84472 68.108307 13.8475 68.126923 13.77528 68.15303 13.91917 68.164978 14.11944 68.224426 14.09417 68.258034 13.65972 68.286362 13.51444 68.234703 13.63333 68.211357 13.48306 68.181091 13.58722 68.154419 13.44972 68.067467 13.48944 68.043587) #(-95.445473 68.006104 -95.461403 68.063873 -95.101959 68.086906 -95.009171 68.044418 -94.767227 68.046082 -94.192497 68.276367 -94.208069 68.35025 -93.375839 68.633324 -93.752228 68.613586 -93.696136 68.692467 -93.566116 68.849426 -93.64418 68.895538 -93.63501 68.931374 -93.666946 68.972198 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-79.279457 70.521637 -79.320557 70.472473 -79.575577 70.429428 -79.589172 70.399406 -79.513901 70.375809 -79.357803 70.369713 -79.254471 70.332199 -79.027252 70.339417 -78.939194 70.311081 -78.763062 70.183594 -78.747528 70.126648 -78.680573 70.040253 -78.665024 69.961357 -78.799744 69.876083) #(-159.7697 70.1922 -159.93359 70.359703 -159.9817 70.368317 -160.06889 70.328583 -160.1281 70.330261 -159.9267 70.488861 -160.0961 70.463593 -160.19859 70.471649 -159.93359 70.51886 -159.93719 70.550262 -159.9375 70.593307 -160.1347 70.578583 -160.1503 70.604713 -160.2197 70.568314 -160.63091 70.437187 -160.6122 70.42775 -160.9817 70.319702 -160.9492 70.289978 -161.65109 70.246918 -161.7003 70.193039 -162.1208 70.155533 -162.02251 70.190262 -161.8938 70.18866 -161.8436 70.216003 -161.8956 70.256363 -161.7917 70.250259 -161.7014 70.266373 -161.8567 70.289978 -162.355 70.108307 -162.33859 70.088867 -162.4864 70.047203 -162.4847 69.99942 -162.5753 69.938026 -162.8286 69.840813 -163.02609 69.728592 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15.84778 68.052467 15.59944 68.032761 15.52639 68.075256 15.41083 68.008034 15.41389 67.989151 15.32166 67.998581 15.28305 68.035538 15.35889 68.080544 15.50194 68.131638 15.53028 68.089706 15.59889 68.123032 15.72666 68.140808 15.73444 68.089142 15.6175 68.088028 15.65444 68.044693 15.9225 68.130814 15.87389 68.182747 15.95417 68.188583 15.95333 68.238586 16.005831 68.244423 16.05055 68.226089 16.032221 68.165817 16.103609 68.166092 16.092501 68.068039 16.040831 68.028587 16.20472 67.969704 16.21722 67.888031 16.41444 67.814697 16.50972 67.8022 16.251659 67.896637 16.27722 67.949142 16.2075 68.001648 16.27389 68.006363 16.4175 67.90303 16.46666 67.90387 16.32777 67.995796 16.34889 68.006638 16.460279 67.958588 16.45805 67.981087 16.499161 68.010803 16.372499 68.025253 16.36861 68.041641 16.4622 68.068771 16.684999 68.049973 16.675831 68.073303 16.294439 68.083313 16.25083 68.129433 16.41361 68.13414 16.419439 68.184143 16.162781 68.197197 16.17194 68.220261 16.340269 68.224136 16.331671 68.252197 16.251659 68.247757 16.103331 68.276917 16.190001 68.31636 16.54389 68.2397 16.566111 68.193039 16.797779 68.127197 16.750549 68.152763 16.578051 68.265533 16.245279 68.330261 16.479441 68.390533 16.838051 68.375259 16.83444 68.318039 17.15139 68.363861 17.329439 68.250526 17.315001 68.164429 17.36694 68.184692 17.354719 68.226639 17.400829 68.23053 17.39917 68.258873 17.26778 68.307747 17.20083 68.366928 17.25861 68.401917 17.448891 68.372757 17.578051 68.362473 17.370001 68.406082 17.37583 68.415527 17.59437 68.42334 17.696369 68.404449 17.763889 68.39386 17.465 68.450813 17.55278 68.523857 17.519171 68.525253 17.225559 68.444977 17.010559 68.437187 17.08 68.456917 17.095831 68.476639 16.991659 68.50415 16.843611 68.448593 16.49889 68.437469 16.48444 68.48497 16.48139 68.522202 16.63722 68.54303 16.564159 68.571907 16.566111 68.604713 16.640551 68.643044 16.999161 68.700256 17.15444 68.62915 17.184999 68.644417 17.094999 68.679703 17.112221 68.695251 17.2575 68.720543 17.62833 68.660812 17.670561 68.663857 17.468439 68.690292 17.423889 68.735809 17.290279 68.732758 17.24305 68.759697 17.47583 68.808868 17.76778 68.7547 17.469999 68.830261 17.715269 68.889977 17.828329 68.863037 17.84833 68.875259 17.685829 68.929138 17.46583 68.900253 17.43166 68.910812 17.538891 68.962479 17.48778 68.989967 17.680269 69.089981 17.648609 69.108032 18.15222 69.152206 18.06805 69.171371 18.097771 69.230263 17.989441 69.231644 18.01639 69.303864 18.17222 69.386368 18.151661 69.455811 18.285 69.488861 18.35639 69.458862 18.386391 69.415527 18.358061 69.38887 18.43111 69.393311 18.49972 69.368317 18.506109 69.256927 18.54166 69.322197 18.57111 69.355797 18.68972 69.257751 18.70722 69.279419 18.667219 69.304977 18.687771 69.3172 18.88583 69.317467 18.45389 69.449142 18.471661 69.51442 18.84194 69.55275 18.867769 69.529984 18.847219 69.501373 19.11722 69.355263 19.34889 69.334702 19.381109 69.307747 19.34528 69.283577 19.187771 69.273033 19.26667 69.26387 19.25111 69.236923 19.311661 69.221359 19.506941 69.223862 19.444719 69.255814 19.44972 69.321907 19.352501 69.374687 19.124439 69.381363 18.995831 69.467194 19.02944 69.513603 19.261391 69.526642 19.21361 69.56636 19.000271 69.534416 18.94611 69.573868 18.956671 69.62442 19.103331 69.699692 19.10639 69.7397 19.57972 69.801086 19.780279 69.803307 19.772779 69.780533 19.67639 69.668297 19.72361 69.655533 19.714161 69.603317 19.531389 69.393593 19.686939 69.434418 19.74194 69.607758 19.79694 69.613312 20.115549 69.581093 19.85111 69.630814 19.82111 69.697479 19.997499 69.839706 19.972771 69.784698 20.025 69.775528 20.16666 69.935806 20.165831 69.885529 20.217501 69.852478 20.20055 69.921371 20.28194 69.973862 20.318331 69.959702 20.424999 69.869423 20.32139 69.663589 20.387501 69.621094 20.37278 69.584702 20.271111 69.559143 20.303049 69.537483 20.19055 69.402206 19.981939 69.335533 19.918329 69.260246 19.96805 69.262482 20.04055 69.315262 20.28861 69.388313 20.48444 69.57692 20.639441 69.523857 20.853609 69.494713 20.70944 69.527763 20.48139 69.63887 20.538891 69.68248 20.541389 69.721077 20.479719 69.75914 20.80389 69.803589 20.826111 69.835533 20.791389 69.873032 20.922501 69.911362 21.09166 69.940262 20.89361 69.849426 21.0 69.784149 21.05167 69.791924 20.99444 69.819427 21.106939 69.867477 21.18889 69.856369 21.12639 69.809418 21.1625 69.810532 21.22611 69.849136 21.21167 69.900528 21.328051 69.905807 21.20611 69.938026 21.25333 70.003036 21.319441 70.022202 21.44278 70.017471 22.068609 69.731369 22.10083 69.751648 21.91444 69.833313 21.997219 69.833313 22.01722 69.853317 21.926941 69.880814 21.915279 69.949692 22.014999 69.982193 22.067499 69.940262 22.050831 70.010803 22.115549 70.02887 21.83639 70.01886 21.811661 70.042763 22.03167 70.064148 22.096661 70.113312 21.93222 70.079422 21.48139 70.095543 21.433331 70.141647 21.48778 70.17276 21.309719 70.161362 21.20895 70.207352) #(-73.41864 67.766373 -73.348618 67.828033 -73.432251 67.919144 -73.412514 67.963867 -73.46225 67.9897 -73.656403 68.007477 -74.275009 68.070824 -74.21669 68.13414 -74.325027 68.17247 -74.46669 68.064148 -74.748917 68.065536 -74.778061 68.006088 -74.759193 67.950256 -74.535294 67.804703 -74.320297 67.76886 -73.41864 67.766373) #(-86.676682 67.731644 -86.563629 67.734154 -86.396118 67.859703 -86.368622 67.954697 -86.435013 68.162483 -86.418327 68.213318 -86.646683 68.301651 -86.712227 68.299149 -86.912804 68.169983 -86.898064 68.136093 -86.978897 68.096916 -86.986969 68.061653 -86.847778 68.020248 -86.843628 67.958588 -86.946136 67.909416 -86.858337 67.796921 -86.676682 67.731644) #(-100.5878 67.793297 -100.5817 67.834137 -100.612 67.842194 -100.8511 67.79303 -100.8767 67.820534 -100.9186 67.80275 -100.9042 67.756927 -101.4561 67.720543 -101.41 67.687759 -101.5725 67.684143 -101.9789 67.78775 -102.0395 67.742203 -102.142 67.76915 -102.2211 67.718582 -102.2275 67.68692 -102.3539 67.747757 -103.3695 68.010803 -103.3417 68.116089 -103.39 68.161362 -103.4572 68.160538 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68.391922 -28.81167 68.375259 -28.84778 68.318588 -28.97278 68.36026 -28.98889 68.341637 -29.147779 68.395813 -29.209169 68.378593 -29.102779 68.324692 -29.120279 68.280533 -29.192499 68.259407 -29.27528 68.317467 -29.47028 68.244713 -29.378059 68.198868 -29.50806 68.21637 -29.63611 68.261642 -29.61611 68.29303 -29.697781 68.288307 -29.788891 68.320534 -29.781389 68.372192 -29.870001 68.41275 -30.06695 68.321373 -30.067221 68.29776 -30.004999 68.265533 -30.00139 68.244141 -30.28195 68.257202 -30.11972 68.222748 -30.01222 68.128311 -30.03056 68.111649 -30.352221 68.092484 -30.40889 68.142197 -30.39333 68.194702 -30.414721 68.222473 -30.807501 68.251373 -30.46833 68.167763 -30.442499 68.075813 -30.45389 68.057747 -30.91584 68.07164 -30.919451 68.040817 -31.40361 68.112762 -31.450001 68.135818 -31.346109 68.149979 -31.472231 68.151642 -31.495001 68.115807 -31.422501 68.097198 -31.422501 68.082489 -31.498341 68.072746 -31.70472 68.098312 -31.67889 68.182747 -31.72526 68.20578 -31.695841 68.236923 -32.007229 68.261917 -32.16806 68.399139 -32.135281 68.453033 -32.164452 68.483032 -32.259171 68.41861 -32.32917 68.448029 -32.304451 68.492752 -32.42889 68.621918 -32.50528 68.610809 -32.45723 68.54776 -32.403339 68.541367 -32.432499 68.499153 -32.565559 68.498032 -32.43111 68.37944 -32.200562 68.341919 -32.091671 68.213867 -32.097229 68.183868 -32.430561 68.234154 -32.443611 68.194138 -32.035 68.143044 -31.99778 68.089417 -32.00639 68.046082 -32.097229 68.063309 -32.14473 68.036636 -32.071949 67.995796 -32.10778 67.958038 -32.041111 67.923309 -32.182499 67.919983 -32.188061 67.890808 -32.12278 67.857758 -32.17001 67.842758 -32.354172 67.88414 -32.546669 67.861076 -32.532501 67.821091 -32.930561 67.682213 -32.99931 67.686333) #(79.048309 67.5672 78.804428 67.623581 78.820251 67.63414 78.587196 67.60054 78.464417 67.630539 78.574692 67.625809 78.611359 67.659149 78.424423 67.698303 78.397476 67.634697 78.31665 67.675262 78.23526 67.656082 77.989151 67.694702 77.87442 67.678864 77.868591 67.697746 77.949417 67.721916 77.765259 67.776917 77.749977 67.738586 77.651917 67.722748 77.481087 67.749977 77.453308 67.781082 77.481087 67.908859 77.585823 67.943039 77.473312 67.976357 77.503036 68.09137 77.589981 68.163307 77.742203 68.221649 78.148857 68.251923 78.169983 68.277481 77.961906 68.38887 77.904694 68.463867 77.947746 68.475807 77.921654 68.519417 77.77359 68.519417 77.712753 68.614433 77.743874 68.72081 77.683594 68.883324 77.616638 68.912483 76.911087 69.010529 76.717484 69.132202 75.570534 69.259979 75.449692 69.245247 75.093033 69.132477 75.14859 69.107758 75.026367 69.101639 74.301361 69.140808 73.978317 69.075531 73.909973 69.079422 73.74942 69.16803 73.75415 69.199982 73.839142 69.29776 73.894417 69.425812 73.84581 69.493317 73.516922 69.730263 73.516373 69.755539 73.650528 69.838593 73.768311 70.086639 73.684418 70.131363 73.718582 70.163857 73.878593 70.244713 74.32692 70.530258 74.333038 70.599426 74.285248 70.697746 73.918869 70.854141 73.891922 70.969971 73.726089 71.045532 73.671371 71.118317 73.526642 71.263031 73.339981 71.331093 73.043587 71.397751 73.020813 71.42804 73.503311 71.66275 73.525253 71.713318 73.466919 71.767197 73.480263 71.786087 73.568314 71.829971 73.901642 71.904419 74.351639 71.958038 74.958038 72.109421 75.093582 72.242752 75.059692 72.589417 75.007751 72.662483 74.749687 72.79776 74.750809 72.821091 75.069427 72.876648 75.52359 72.75386 75.528587 72.735527 75.336639 72.681923 75.690536 72.574692 75.698593 72.544144 75.574692 72.539429 75.554138 72.477203 75.668587 72.319977 75.741089 72.305527 75.733307 72.256088 75.574692 72.196907 75.512756 72.071091 75.418869 72.031647 75.440262 71.995247 75.419144 71.969971 75.284149 71.951637 75.222748 71.831917 75.272751 71.734154 75.48526 71.668587 75.49942 71.64415 75.386093 71.61026 75.533577 71.539429 75.517197 71.526642 75.233582 71.444977 75.260803 71.364151 75.449692 71.308296 76.032761 71.231918 76.118874 71.191933 76.141922 71.227203 76.910538 71.181374 76.915817 71.069702) #(-76.825577 67.23497 -76.126404 67.252762 -75.388077 67.354713 -75.128067 67.486923 -75.037247 67.600807 -75.066406 67.695534 -75.044739 67.812469 -75.113907 67.861923 -75.156967 67.965263 -75.049469 68.041367 -75.010567 68.142197 -75.04808 68.174149 -75.695572 68.32692 -75.930862 68.336906 -76.060562 68.296921 -76.169456 68.30304 -76.531693 68.289978 -76.746689 68.225807 -77.225594 67.856644 -77.3228 67.698029 -77.225861 67.530807 -77.256683 67.516373 -77.055573 67.266373 -76.825577 67.23497) #(23.573891 67.16774 23.611389 67.207199 23.58444 67.223862 23.614441 67.263313 23.741659 67.284698 23.78194 67.32637 23.76194 67.420242 23.54916 67.453308 23.500549 67.436363 23.43111 67.46553 23.438881 67.498581 23.55361 67.587479 23.477221 67.774979 23.492491 67.875793 23.66555 67.929962 23.65694 67.950813 23.542219 67.978027 23.294439 68.142197 23.14777 68.127457 23.159439 68.178848 23.11972 68.241913 22.673889 68.420807 22.05055 68.479141 21.897221 68.569977 21.7575 68.57692 21.66861 68.630798 21.207769 68.819702 20.895281 68.893593 20.89138 68.926849) #(-52.498901 68.19371 -52.248341 68.208588 -51.240009 68.290527 -51.607792 68.401917 -51.587791 68.4272 -51.393341 68.405807 -51.18029 68.402763 -51.176682 68.382202 -51.126949 68.370529 -51.14806 68.289139 -51.091961 68.210823 -51.424179 68.204147 -51.424179 68.194138 -51.206951 68.147476 -51.043339 68.085251 -50.54557 67.995247 -50.550011 67.964417 -50.150291 67.943588 -50.153339 67.933296 -50.250561 67.91275 -50.61232 67.915359 -51.202789 68.064972 -51.971951 68.051361 -52.579731 68.189148 -52.779732 68.189697 -52.796959 68.165527 -53.170292 68.198029 -53.454449 68.152206 -53.28223 68.152763 -53.26862 68.131088 -53.128071 68.173309 -53.08334 68.159416 -53.14056 68.111076 -52.67696 67.972748 -52.190571 67.950256 -52.06501 67.977753 -52.093899 67.944977 -52.188351 67.923027 -52.250561 67.939697 -52.57613 67.934982 -53.08168 68.062759 -53.19585 68.039978 -53.26001 67.983032 -52.926399 67.986923 -52.92057 67.972748 -53.196678 67.965263 -53.240009 67.928589 -53.29668 67.905807 -53.126122 67.909149 -53.055851 67.879967 -53.273899 67.855797 -53.305851 67.880249 -53.435291 67.895248 -53.480572 67.871918 -53.248901 67.809418 -53.447788 67.794418 -53.45668 67.818314 -53.484459 67.855263 -53.603901 67.823868 -53.701679 67.791924 -53.555279 67.758591 -53.563061 67.651642 -53.7